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will give medal Select the true statement .A) (a2)4 = a6 B) (a2)4 = a2 C) (a2)4 = a8 D) (a2)4 = 2a
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\[\left( x^a \right)^b=x ^{a*b}\]
so c?
correct
Simplify (x + y)5 ÷ (x + y)2, (x + y) ≠ 0. A) (x + y)3 B) 3(x + y) C) (x + y)7 D) x + y
could u help me with that one too?
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ok so u see my question right over <here
Let (x+y) = a, then \(\sf \huge \frac{(x+y)^5}{(x+y)^2}=\frac{a^5}{a^2}=?\)
im so confused he wrote two questions?!?!
@Abhisar
1. when multiplying exponential powers with same base are added 2. when dividing exponential powers with same base powers are subtracted e.g., \[x^a*x^b=x ^{a+b}\] \[x^a \div x^b=\frac{ x^a }{ x^b }=x ^{a-b}\]
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@natsent06 it's possible if you use iPhone App
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