Question

decide whether m2 + m +2 = 4m is a quadratic equation​

Answer 1

${\huge{\sf{\underline{\underline{Solution}}}}}$

${\sf{m{^2}+m+2=4m}}$

${\sf{m{^2}+m-4m+2=0}}$

${\sf{m{^2}-3m+2=0}}$

it's in the form of ${ax{^2}+bx+c=0}$,

hence it is a quadratic equation

${\huge{\bf{\purple{Hope\:it\:helps}}}}$

Answer 2

m² + m + 2 = 4m

m² + m - 4m + 2 = 0

=> m² - 3m + 2 = 0

It is quadratic equation

Reason:- In this equation m is the only variable and maximum index of variable is 2.