Question

if y=f(x)=mx+c then f(y)in term of x is?

Answer 1

Answer:

f(y)in term of x is f(y)=m²x+mc+c

Step-by-step explanation:

if y=f(x)=mx+c

now put x=y in above equation

f(y)=my+c

now put y=mx+c in above equation

f(y)=m(mx+c)+c

f(y)=m²x+mc+c

hence, f(y)in term of x is f(y)=m²x+mc+c

Answer 2

Answer:

$m^{2}x + mc +c$

Step-by-step explanation:

This question involves putting the value of y into an Equation of y itself.

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We are given that: f(x)= mx +c

If we equate x=y.... then f(y)= my +c *(Note that we have already found the answer to the question, we just have to find it in terms of x)

We also know that y= mx +c (put the value of y in the given equation)

∴ y= m(mx +c) +c

y= $m^2x + mc + c$

Hope it helps...