What is the simplified form of (3s^2-2s+1)/(s^2-s+2)? a. 3s+1 b. 3s+7 c. 3+s-5/s^2-s-2 d. 3+ s+7/s^2-s-2

asked Mar 28, 2023 146k views

15 votes

What is the simplified form of (3s^2-2s+1)/(s^2-s+2)?

a. 3s+1
b. 3s+7
c. 3+s-5/s^2-s-2
d. 3+ s+7/s^2-s-2

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13 votes

Answer:

$C\: or\: 3+(s-5)/(s^2-s+2)$

Explanation:

$(\left(3s^2-2s+1\right))/(\left(s^2-s+2\right))$

$(\left(3s^2-2s+1\right))/(\left(s^2-s+2\right)):$
$(\left(3s^2-2s+1\right))/(\left(s^2-s+2\right))=3+1(s-5)/(s^(2)-s+2 )$

=3+(s-5)/(s^2-s+2)

Spadar Shut answered Apr 3, 2023

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