Question

4x² and -6xy² - Subtract the given expressions.

Answer 1

Since both the elements contain dissimilar variables, so we cannot bring a solution to a constant integer value. The answer will be in terms of variables.

Acc to question, we are asked to subtract (-6xy²) from 4x².

We can write it as :

4x² - (-6xy²) = 4x² + 6xy² = 2x(2x + 3y²).

We cannot simplify it any further, as because there are no similar variables neither it is getting divided.

So, after subtracting (-6xy²) from 4x² we get 2x(2x + 3y²) [ Ans ]

Answer 2

Given two expressions are

4x² and -6xy²

i ) subtracting first expression

from second expression,we get

-6xy² - 4x²

ii ) subtracting second expression

from first expression,we get

4x² - ( - 6xy² )

= 4x² + 6xy²

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