SOLUTION: Write an equation describing the relationship of the given variables.
y varies jointly as the square of x, the cube of z, and the square root of w. When x = 4, z = 2, and w = 9, t
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Question 1128290: Write an equation describing the relationship of the given variables.
y varies jointly as the square of x, the cube of z, and the square root of w. When x = 4, z = 2, and w = 9, then y = 384.
*Following another’s advice of subsuiting each Constant into the corresponding variable place, my answers are still incorrect. My answer so far have been y= x^2• z^3• sqrt(w). y= 4^2• 2^3• sqrt (9).
Y= 384/ 4^2•2^3• sqrt(9). Can someone explain what I am doing incorrect in setting up the above equation.
Answer by MathLover1(20850) (Show Source): You can put this solution on YOUR website!
The fact that varies jointly as and the and sqrt(w) means that
for some constant
When , , and , then
so, describing the relationship of the given variables
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