Suppose that p and q vary inversely and p=12 when q=3 . Find p when q=6 .(1 point) Responses p=7 p is equal to 7 p=24 p is equal to 24 p=6 p is equal to 6 p=15 p is equal to 15
To find p when q=6, we can use the inverse variation formula: p1*q1 = p2*q2.
Given that p=12 when q=3, we can substitute these values into the formula to solve for p2:
12*3 = p2*6
36 = 6p2
Dividing both sides by 6, we get:
p2 = 36/6
p2 = 6
Therefore, p is equal to 6.