64 items are filed under this topic.
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16 golfers |
2012-05-17 |
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From Nohemi: Can 16 golfers each play in foursomes for 6 days?
I found the answer for 5 days, but is it possible to do it for 6. Answered by Robert Dawson. |
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Golf for 6 |
2012-05-12 |
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From Steve: We have six golfers playing in two threesomes for six rounds of golf. Can you help solve this so that everyone plays with everyone else the same amount of times or close to it? Thanks! Answered by Victoria West. |
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16 golfers |
2012-04-20 |
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From steve: i have 16 golfers, 4 in "A" flight , 4 in "B" flight , 4 in "C" and 4 in "D"
We are playing 4 rounds (4 teams of 4) and every group must have a player from the A B C an D
flight, and in no round may 2 people have already played together! Answered by Victoria West. |
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36 golfers |
2012-02-15 |
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From Steve: We will have 36 golfers playing 4 rounds of golf and would like to have different foursomes each round. In other words, no player will play with another more than once. Answered by Harley Weston. |
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Six golphers for 27 weeks |
2011-10-04 |
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From ken: I have 6 golfers alternating playing in a group of 4 each week for 27 weeks.
How can I create a schedule so that each golfer both plays equally and plays against the other golfers an equal amount of time Answered by Victoria West. |
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16 golfers and 8 rounds |
2011-05-26 |
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From Gerry: 16 golfers and 8 rounds. To have each player play with as many others as possible. Answered by Victoria West. |
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Golf with 36 players |
2011-05-09 |
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From Terry: What is the calculation to have 36 players play in a different foursomes each week. I would guess this would take 12 times but do not know how to figure this out Answered by Victoria West. |
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A golf league of 60 golfers |
2011-04-14 |
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From Keith: I have a golf league of 60 golfers and I want to have each golfer play in a different group of 4 each week for 24 weeks.
How can I do this Answered by Victoria West. |
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An even multiple of 27 |
2011-02-01 |
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From parth: the 6 digit # 63x904 is an even multiple of 27 what is X Answered by Penny Nom. |
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16 golfers |
2011-01-22 |
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From Jack: I am responsible for setting up groups for 16 golfers for 7 days, is there a formula to calculate playing partners so that everyone gets to play with each person? Answered by Victoria West. |
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16 golfers |
2011-01-16 |
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From Kenneth: Our group will play 12 rounds.
We are 16 golfers.
How can I schedule 12 days of differing foursomes limiting repeats in the foursomes Answered by Victoria West. |
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Draw a figure with 16 triangles using only 6 line segements |
2010-12-16 |
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From Jill: How can you draw a figure with 16 triangles using only 6 line segements? Answered by Stephen La Rocque. |
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6 rounds of golf |
2010-11-29 |
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From Andy: I wonder if you are able to assist me with scheduling pairings for a
forthcoming Golf Tournament ?
There are 7 players and we will be playing 6 rounds - each round
will be a 3 ball and a 4 ball. I am trying to work out a schedule that
means everyone plays with each other roughly the same number of
times. Also, we are looking to ensure everyone plays in roughly the
same number of 3 and 4 balls. Any suggestions would be much
appreciated - thank you. Answered by Chris Fisher. |
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The sides of a 30-60-90 triangle |
2010-03-29 |
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From maris: Find the sides of a 30-60-90 triangle whose perimeter is 6. The solution must use systems of equations using 3 variables. Answered by Penny Nom. |
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An isosceles triangle |
2010-02-11 |
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From Kim: I am given the length of the two legs of an isosceles triangle (8), and the base angles are 30 degrees...I am asked to find the area of the triangle with only this information Answered by Tyler Wood. |
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Bases larger than ten |
2009-12-14 |
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From Nick: For numbers in bases larger than ten, what are the digits by mathematicians' conventions?
I assume the first 10 are always 0-9. I know two computer science conventions (for hexadecimal (A-F case-insensitively) and for base 85 (case-sensitivity plus 23 other characters)) and as a school student I learned that base 12 uses either T and E (which confused me when I thought they stood for Eleven and Twelve) or A and B, the latter as capitals only. Clearly, these conventions are in conflict.
I saw your reply in http://mathcentral.uregina.ca/QQ/database/QQ.09.99/magin1.html as accessed a few minutes ago but hope that in the 10 years since then mathematicians have arrived at a convention. Have they?
Thank you.
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Nick Answered by Claude Tardif. |
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6 numbers from 53 numbers |
2009-11-17 |
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From MIGUEL: IM A STUDENT IN HIGH SCHOOL AND IM HELPING THE SOCCER COACH WITH PLAYS
SO I NEED ALL THE POSSIBLE NUMBER COMBINATIONS OF NUMBERS 1- 53 IN SETS OF SIX
THE NUMBER CAN ONLY BE USED ONCE IN EACH SET. Answered by Penny Nom. |
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16 teams, 15 weeks, would like to pair up with no repeats. |
2009-05-12 |
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From Kimberly: 16 teams, 15 weeks, would like to pair up with no repeats. Thank you so very much. Answered by Robert Dawson. |
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Six teams, two sites, and four days |
2009-05-08 |
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From John: I have six teams, two sites, and four days. We have decided that we want to have tri-meets, where there would be three teams competing against each other at the same site each day. Here is the problem, I need to make sure that each team sees each other team at least once and each team goes to each site at least once. Answered by Victoria West. |
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A 6 team social softball league |
2009-05-02 |
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From Don: Hi
We have a 6 team social softball league with only two fields. Each team
plays two games each Saturday. We have three time slots 10:00, 12:00
and 2:00 We play for 11 Saturdays and than have a 2 weekend playoff.
All teams prefer double headers vs the split at 10:00and 2:00. How do we
schedule as balanced a schedule as possible and minmize the splits ?
Thanks
Don Answered by Laura Morrison and Victoria West. |
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How do you convert 1248 to base 6? |
2009-05-02 |
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From Tamara: How do you convert 1248 to base 6? Answered by Penny Nom. |
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Adding in base six |
2009-03-29 |
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From Lucy: If you are working in base 6,
what do you have to add to 4(base 6) to get 10(base 6)???? Answered by Penny Nom. |
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0123456789 |
2009-03-25 |
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From Dr.: Many years ago I discovered that there are 33 numbers which,
when multiplied by 0123456789, simply rearrange the digits. Surprisingly
(to me at least) is the fact that the digits of all of those 33 numbers add up
to one of the 6 "cardinal" numbers 1, 2, 4, 5, 7, and 8. For example
6 + 2 = 8 and 62 X 0123456789 = 7654320918 etc.
Another interesting (to me) fact is that only the cardinal numbers
1, 2, 4, 5, 7, and 8 rearrange the digits in the number 9876543210.
My question is: "Is this known to anyone but me and the people I have
told?" Answered by Robert Dawson. |
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16 golfers |
2009-03-18 |
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From Bill: We have 16 golfers. We golf for 5 days, in foursomes. It should work out that each player plays with each other player 1 time exactly.
I just can't figure it out.
Thank you in advance!
Bill Answered by Claude Tardif and Victoria West. |
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Buying 13,983,816 tickets for the 6/49 lotto |
2009-02-23 |
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From luis: if 6/49 lotto combinations is 13,983,816 combinations at 10.pesos per combinationthe price amount is 139,838.160.00 is it wise for me to get all the combinations since the the pot money is more than 347 million pesos. Am I right? Answered by Robert Dawson and Penny Nom. |
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16 golfers playing one round of golf on each of four days |
2009-02-22 |
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From Jim: I have seen solutions for other combinations of setting up a golf trip but I haven't seen one for my group. We have 16 golfers playing one round of golf on each of four days. Is there a way for all of them to play in foursomes so that everyone gets to play with everyone else? Thanks for your consideration. Answered by Chris Fisher. |
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6 golfers playing 8 rounds |
2009-02-21 |
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From evan: I have a group of 6 golfers playing 8 rounds. we would like to rotate the 3 somes so each person golfs with different people as many times as possible Answered by Chris Fisher. |
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A 30-60-90 triangle |
2009-02-03 |
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From Inez: If you have a 30-60-90 triangle and the only side you get is 73 and a 90 degree box, how do you find the area? Answered by Penny Nom. |
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16 golfers |
2009-01-11 |
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From Bill: I have read many of your answers to similar questions but still need your assistance.
We have 16 golfers that will be playing in 4 groups of 4 each day on an upcoming golf vacation.
Can you suggest the best way to scheudle the individuals assigned to each daily foursome
so that we have the most diversity in foursomes throughout the vacation. I am trying to have evryone
play with as many members of the group over the week with the least amount of repetition.
If you would please provide it for both 6 and 7 days, since we are not sure yet how many days
we will be playing.
16 golfers-playing in groups of 4 each day-6 days
16 golfers-playing in groups of 4 each day-7 days Answered by Victoria West. |
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6 golfers play threeball |
2008-12-04 |
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From Ian: I have a group of 6 golfers wanting to play 3 rounds as 2x threeballs, but with different players each day. Is this possible? Can you provide some threeball combinations for this please? Answered by Victoria West. |
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Six golfers |
2008-11-25 |
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From Joe: I have a group of 6 golfers wanting to play 3 or 4 rounds but with different players each day if possible. We know we cannot make it happen without some playing with the same person. Can you provide some pairings for this? Answered by Victoria West. |
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A six sided lot |
2008-06-25 |
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From Zack: Please help me find the area of my lot. I am sending a fax of the drawing and dimensions.
Zack Answered by Harley Weston. |
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A 6 digit number |
2008-04-23 |
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From rajiv: write the smallest 6-digit number using three different digits with 6 in the ten thousands place and 1 in the hundreds place Answered by Penny Nom. |
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A 30-60-90 triangle |
2008-04-16 |
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From Ron: 30-60-90 triangle. Base is 2.75 how do I find the length of the other two sides? Answered by Penny Nom. |
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Combinations |
2008-01-08 |
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From david: is there a simple formula to follow for the number of combinations a set of numbers could have
ie.( lotto 649, 6 numbers, 1-49 range) Answered by Penny Nom. |
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For how many positive integers n is n^2 + 96 is a perfect square? |
2007-12-18 |
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From Rajesh: For how many positive integers n is n^2 + 96 is a perfect square ? Answered by Penny Nom. |
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6 consecutive multiples of 6 |
2007-11-11 |
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From jeff: find 6 consecutive multiples of 6 whose sum is the least common multiple of 13 and 18 Answered by Penny Nom. |
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I have a 6 digits |
2007-09-28 |
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From Kim: I have a 6 digits. My hundred-thousands digit is 1 less that my ones digit, 8 more than my thousands digit, twice my tens digit, and 4 times my hundreds digit. My ten-thousands digit is 0. What number am I? Answered by Stephen La Rocque. |
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The grade 6 math curriculum |
2007-02-24 |
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From Ajay: Do you have a list of topics a 6th grade students should learn in the 6th grade? I am "rusty" in math and would like to assist my son... Example: if an icetray has X cc of water and is split into 8 parts...what is the volume of each part...is this truly 6th grade level math? Answered by Pam Fowler and Penny Nom. |
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A dinner group of 16 couples |
2006-11-02 |
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From Nancy: This is a real-world problem. I should know the answer but I don't. A friend is starting a dinner group of 16 couples, to be distributed across 4 houses. Each month she wants to have a different set of host houses (no problem) AND she doesn't want repeats among pairs. That is, if the Smiths and Joneses are together one month, they should not be together another month until all the combinations have been exhausted. How many valid combinations are there? Is there a formula that I can convert into a computer program? I will have to get the names from my friend and give her back the combinations as she would not be able to deal with the math formulation. Answered by Denis Hanson. |
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How many digits are in the number 2^64? |
2006-06-14 |
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From Trang: How many digits are in the number 264? Answered by Stephen La Rocque. |
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Interest computed on a 360 per year basis |
2006-04-06 |
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From Sonya: Okay, I am reading this promissory note that says interest is computed on 365/360 basis by applying the ratio of annual interest rate (24%) over a year of 360 days.
I sure do not remember anything like this in school, and am stumped. Answered by Stephen La Rocque. |
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A 30-60-90 triangle |
2005-09-11 |
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From Gary: I have the length of only 1 side of triangle with angles of 30-60-90 degrees. How can I find the length of the other 2 sides? Answered by Penny Nom. |
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A golf outing for 16 golfers |
2005-08-05 |
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From Bob: I have a golf outing fast approaching and I’m having a problem matching the golfers so that everyone plays a round of golf with every other golfer in the group.
My problem is this: I have 16 golfers playing 5 rounds of golf. I would like a different foursome for every round of golf, that is each round (5 total) an individual is playing with 3 other players he hasn’t played with as of yet. Can you crunch the numbers and get back to me?
The way I see it, we have 20 combinations (5 rounds x 4 golfers) with numbers 1 thru 16. Answered by Chris Fisher. |
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A 30-60-90 triangle |
2004-11-09 |
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From Amy: How do you find the length of the hypotenuse of a 30-60-90 triangle when the side opposite the 60 degree angle is 6 inches? Answered by Penny Nom. |
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Choosing 5 numbers from 1,...,36 |
2004-06-30 |
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From A lottery player?: how many combinations are there for the numbers 1thru 36 when only using each number once in groups of five Answered by Penny Nom. |
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The Number of the Beast |
2004-06-13 |
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From A Heinlein reader: Most people who have an interest in mathmatics are familiar with Robert Heinlein's novel "The Number of the Beast", where 666, or ((6 to the 6th power) to the 6th power) equals 1.0315 times 10 to the 28th power, which in the novel is the number of parallel universes in the cosmos. My question is what would the number of parallel universes be if you grouped 666 the other way: (6 to the power of (6 to 6th power)). I have tried this on my calculator, but it won"t register that high. Answered by Penny Nom. |
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Three consecutive positive intergers |
2003-02-09 |
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From Yew: Prove that when we multiply any consecutive positive intergers, the result is always divisible by 6.
ex. (7)(8)(9) = 504 = 6 (84) Answered by Penny Nom. |
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6 digit numbers from 0,0,2,2,4,4 |
2003-01-23 |
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From Amanda: How many 6 digit numbers can you make from the numbers 0,0,2,2,4,4, giving that 0 cannot come first. The number has to contain 2 twos, 2 fours, and 2 zeros. Answered by Penny Nom and Claude Tardif. |
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A polynomial |
2002-04-14 |
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From A student: A polynomial function is described by the following conditions: f(x) has two real zeros at x= -2 and x= 1, each of multiplicity 2 f(x) has two complex zeros as x goes to -infinity, f(x) goes to +infinity as x goes to +infinity, f(x) goes to +infinity f(x) has a y-intercept at (0,2) Sketch a polynomial function that satisfies the above conditions. Write an equation for function f(x) Write another function g(x) that also satisfies the above parameters. Answered by Penny Nom. |
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A lottery question |
2002-03-25 |
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From Noel: I want to take all numbers in a Lotto game from 1 to 45 and ditribute them between 9 boxes each containing 5 numbers. Each number is used only once. - What is the probability that I derive the correct combination of 5 numbers in the draw?
- What is the probability if I take a systems game and now distribute 9 numbers into each of 5 boxes? Once again, the numbers are used only once.
- Can you explain what formulae are used and how the answer is derived? Is this a distribution or combination problem? Or is it a combination of both distribution and combination?
Answered by Andrei Volodin and Penny Nom. |
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How do you get to 100 by using 6 nines? |
2001-11-17 |
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From A student: How do you get to 100 by using 6 nines? Answered by Claude Tardif. |
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60 seconds in a minute |
2001-10-11 |
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From Andy: I am a fourth grade teacher. Yesterday my students asked "Why are there 60 seconds in a minute?" Which also led to 60 minutes in an hour? I have had trouble determining why the number 60? Any help would be appreciated. Answered by Penny Nom. |
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1996^1999 and 1999^1996 |
2001-07-29 |
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From Rajesh: what is greater 19991997 or 19971999? Answered by Chris Fisher. |
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A calculation with 6 numbers |
2001-06-16 |
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From Edwin: I'm asked to come with, and program (in Ansi -C) an algorithm that calculates all the possible results of a calculation with 6 numbers and one result. For example: I want all calculations with the numbers 3, 3, 8, 8, 2, 9, and with a result of 786. all numbers may be used once, arithmetical operations allowed are + - / *, fractions are not allowed. The problem here is what is a fast method to do this (i.e. what's algorithm that can to this). Answered by Claude Tardif. |
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4160 |
2001-03-07 |
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From Jessica: The product of two consecutive page numbers in this book is 4160. What are the page numbers? Answered by Penny Nom. |
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Lotto 6-49 |
2001-02-27 |
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From A student: I am a secondary student and I was wondering if there was a better way to find out how many combinations and what they are in the lotto 6/49 than writing them out on a piece of paper. Any help you can provide me with would be greatly appreciated. Answered by Penny Mon. |
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Lucky dip |
2001-02-09 |
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From Andrew: I buy 8 lucky dip (random number) panels, each panel has 6 numbers chosen at random from 49. I never seem to cover more than 32 different numbers on average, over the total 48 numbers chosen, which seems low? How can I calculate the probability of 32 different numbers or 33 diferent numbers? Answered by Claude Tardif. |
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Divisibility by 16 |
2000-12-12 |
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From Shiling: A number can be divided by 16 if and only if its 1st four digits can be divided by 16. How can you prove that? Answered by Penny Nom. |
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1234567890 |
2000-09-14 |
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From Bradley Kloetzly: Can you find two whole numbers, with the smallest possible difference between them, which when multipled together equal: 1234567890? Answered by Harley Weston. |
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6-49 |
2000-09-14 |
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From Steve: In our state lottery you must choose 6 numbers (1-49). How many different combinations are there? They can be in any order. Answered by Harley Weston. |
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The side length ratios of some triangles |
2000-04-04 |
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From Alexis Lockwood: I am doing a project for my Math 30B class regarding the side length ratios of 45-45-90 degree and 30-60-90 degree triangles. I would really appreciate any assistance in answering the following questions, or even direction to an appropriate web site or resource on the matter. Answered by Harley Weston. |
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Golf Problem - The Sequel |
1998-11-13 |
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From Bob: Sixteen golfers, seven rounds. What are optimum combinations for each golfer to play with as many different golfers as possible? Many thanks, Bob Payson Answered by Denis Hanson. |
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Why is a circle divided into 360 degrees? |
1996-09-30 |
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From Kurtis Kredo: I was recently wondering why a circle has been divided in to 360 degrees. When I asked my physics teacher he could not think of an answer. His guess is that it probably has to do with people long ago using the base 6 number system. I have a small inkling that it has to do with easy conversion or usage with radians or grads. Answered by Chris Fisher. |
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