Question

Which polynomial is to be added to 4m+2n+3 to get the polynomial 6m+3n+10​

Answer 1

Answer: 2m + n + 7

Step-by-step explanation:

❍ Given :-

• 4m + 2n + 3
• 6m + 3n + 10

❍ To Find :-

• Polynomial is to be added to 4m + 2n + 3 to get the polynomial 6m + 3n + 10.

❍ Solution :-

✏ Concept Used -

To find the required we have to subtract the given polynomials.

So, let the required polynomial be x.

$→\sf 4m + 2n + 3 + x = 6m + 3n + 10$

$→\sf x = 6m + 3n + 10 - (4m + 2n + 3)$

$→\sf x = 6m - 4m + 3n - 2n + 10 - 3$

$→ \boxed{\sf x = 2m + n + 7}$

Hence, 2m + n + 7 is to be added to 4m + 2n + 3 to get the polynomial 6m + 3n + 10.