Question

HELLO BRAINLY


define constant function, and homogeneous function!!


it's a math question!!

iit based questions please do u know then answering!!!

helping fast

Answer 1

homogeneous function : a function is Said to be homogeneous with respect of any set of variables when each of it's terms is of the same degree with respect to those variables .

for example
${5x}^{2} + {3y}^{2} - xy$
is homogeneous in x and y symbolically if f(tx,ty) = t^n f (x,y) then f(x,y) is homogeneous function of degree n.

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note :-

the range of a constant function is a Singleton and a constant function may be one - one or may - one onto or into.



Constant Function is a linear function of the form y = b, where b is a constant.
It is also written as fxx = b.
The graph of a Constant Function is a horizontal line.

Answer 2

Hey mate ^_^

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Answer:
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=> Constant Function is a linear function of the form y = b, where b is a constant.(x coordinate is 0).

=> It is also written as f(x) = b.

=> A homogeneous function is one that has all of its components being the same degree (all variables are the same power).

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