divide the given polynomial by monomial (x3 + 2x2 + 3x) ÷2x
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Answered by
10
We divide the polynomial by the long division method. Dividing the polynomial step by step to get the higher power is the method to solve the same
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Answered by
28
Answer:
x²/2+x+3/2
Explanation:
Method - 1
(x³+2x²+3x)/2x
= [x(x²+2x+3)]/2x
=(x²+2x+3)/2
= x²/2+2x/2+3/2
= x²/2 +x + 3/2
Method-2
(x³+2x²+3x)/x
= (x³/2x)+(2x²/2x)+3x/2x
= x²/2+x+3/2
••••
x²/2+x+3/2
Explanation:
Method - 1
(x³+2x²+3x)/2x
= [x(x²+2x+3)]/2x
=(x²+2x+3)/2
= x²/2+2x/2+3/2
= x²/2 +x + 3/2
Method-2
(x³+2x²+3x)/x
= (x³/2x)+(2x²/2x)+3x/2x
= x²/2+x+3/2
••••
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