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Determine whether the function is homogeneous, and if it is, determine its degree.

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Determine whether the function is homogeneous, and if it is, determine its degree.

differential-equations
homogeneous

asked Feb 11, 2015 in CALCULUS by anonymous

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1 Answer

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Step 1:

The function is .

A function is said to homogenous of degree if and only if .

find .

Substitute and in the function.

.

The function is homogenous and degree of the function is 3.

Solution:

The function is homogenous and degree of the function is 3.

answered Feb 17, 2015 by Lucy Mentor

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