What is the binomial factor P(x) = 30x^4 + 25x^2 if the other monomial factor is 5x^2?
A. 6x^2 - 25
B. 6x^2 + 25
C. 6x + 5
D. 6x - 5
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What is the binomial factor P(x) = 30x^4 + 25x^2 if the other monomial factor is 5x^2?
A. 6x^2 - 25
B. 6x^2 + 25
C. 6x + 5
D. 6x - 5
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Verified answer
Answer:
I think no true answer
Step-by-step explanation:
because
because 30x⁴+25²
because 30x⁴+25²5x²(6x²+5)
because 30x⁴+25²5x²(6x²+5)so the true answer is
because 30x⁴+25²5x²(6x²+5)so the true answer is 6x²+5
Verified answer
Answer:
B. 6x²+25 or 6x^2+25
Step-by-step explanation:
P(x)= 30x⁴+25x²
Factor out 5x² from the expression
since 5x² is already given, find the other factor that will result to 30x⁴+25x²
Q: 30x⁴+25x²= 5x² • ?
given: 5x²
5x²• (6x²+5)= 30x⁴+25x²
therefore, the answer is letter B. 6x²+25 or 6x^2+25
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