Divide first polynomial
‘Dividend = Divisor X
(i) x3 - 64; x - 4
Answers
Answered by
1
Answer:
Answer:
\implies{400}⟹400
Explanation:
Given:
HCF of two numbers = 16
Their Product = 6400
To Find:
LCM = ?
We Have,
HCF × LCM = Products of numbers
\implies\:⟹ 16 × LCM = 6400
\implies\:⟹ LCM = \frac{6400}{16}
16
6400
= 400
\implies\:⟹ LCM = 400
Step-by-step explanation:
Answer:
\implies{400}⟹400
Explanation:
Given:
HCF of two numbers = 16
Their Product = 6400
To Find:
LCM = ?
We Have,
HCF × LCM = Products of numbers
\implies\:⟹ 16 × LCM = 6400
\implies\:⟹ LCM = \frac{6400}{16}
16
6400
= 400
\implies\:⟹ LCM = 400
Answered by
5
X-4)x^3 - 64(x^2 +4x+16
x^3 - 4x^2
_____________
4x^2 - 64
4x^ 2 - 16x
_________________
16x-64
16x-64
________
0
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