In a running competition, a bronze, silver and gold medal must be given to the top three girls and top three boys. If 12 boys and 7 girls are competing, how many
different ways could the six medals possibly be given out?

Given tan∅=4/3 and π< ∅< (3π)/2; find cos2∅ a. -24/25 b. 24/25 c. -24/7 d. -7/25

What is the equation and solution for the sentence? the sum of a number and thirty-one is one hundred thirteen. write the equation as n-31=113 and subtract 31 from both sides. the answer is 82. write the equation as n+31=113 and subtract 31 from both sides. the answer is 82. write the equation as n+31=113 and add 31 to both sides. the answer is 144. write the equation as n-31=113 and add 31 to both sides. the answer is 144.

Is it true that product of 3 consecutive natural numbers is always divisible by 6? justifyyour answer