Question

Simplifying the expression 6a2 − 9ab + 2b2 − 3(ba − b2)

Answer 1

Step-by-step explanation:

this is the answer... just simplify it

Answer 2

The simplified form is $6a^2-9ab+2b^2-3(ba-b^2)=6a^2-12ab+5b^2$

Step-by-step explanation:

Given : Expression $6a^2-9ab+2b^2-3(ba-b^2)$

To find : Simplifying the expression ?

Solution :

Simplifying the expression by solving the bracket,

$6a^2-9ab+2b^2-3(ba-b^2)=6a^2-9ab+2b^2-3ba+3b^2$

Take like terms together,

$6a^2-9ab+2b^2-3(ba-b^2)=6a^2-9ab-3ba+2b^2+3b^2$

Add and subtract,

$6a^2-9ab+2b^2-3(ba-b^2)=6a^2-12ab+5b^2$

Therefore, the simplified form is $6a^2-9ab+2b^2-3(ba-b^2)=6a^2-12ab+5b^2$

#Learn more

Simplify (a2+3ab-7b2)+(6a2-9ab+b2)-(11a2-ab-6b2)​

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