If ax2 + bx + c is a monomial in x, what can be said about a, b and c?
Atleast one of a,b and c is non - zero.
Only one among a, b and c is zero.
Only one among a, b and c is non - zero.
All three should be non - zero
Since a monomial can contain one term and only one term, only one of a, b and c can be non zero.
If a(x)2+bx+c is a monomial in x , what can be said about a, b and c?
If a < 0 and D < 0, what can be inferred about f(x) = ax2+bx+c?