Asked by Okasha nafiu
If m varies directly as n and in versely as the square of p having a value of m=2 and p=1 k constant
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Answered by
GPT 3.5
To express this relationship in equation form, we can write:
m = k*n/p^2
Given that m = 2 and p = 1, we can substitute these values into the equation:
2 = k*n/1^2
2 = k*n
Since k is a constant, we can solve for k by setting n = 1:
2 = k*1
k = 2
Therefore, the constant k is equal to 2, and the equation for the relationship is:
m = 2n/p^2
m = k*n/p^2
Given that m = 2 and p = 1, we can substitute these values into the equation:
2 = k*n/1^2
2 = k*n
Since k is a constant, we can solve for k by setting n = 1:
2 = k*1
k = 2
Therefore, the constant k is equal to 2, and the equation for the relationship is:
m = 2n/p^2
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