given that (x+2) is a factor of (3x+4)^3 - (5x+a)^3 find the value of a
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0
Step-by-step explanation:
ans of a= 9.9732619. by factor theorem method
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8
Answer:
The answer is 8
Step-by-step explanation:
If (x+2) is a factor of (3x+4)^3 - (5x+a)^3 then it will divide the equation without leaving a remainder.
∴ x+2=0
x= -2
∴ (3x+4)^3 - (5x+a)^3 = 0
∴(3(-2)+4)^3 - (5(-2)+a)^3 = 0
∴(-6+4)^3 - (-10+a)^3 = 0
∴(-2)^3 = (-10+a)^3
∴ -2 = -10+a
∴ -2+10 = a
∴ 8 = a
→ a = 8
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