Question

If a+b ∝ a-b, then show that a5 - b5 ∝ a5 + b5 ​

Answer 1

Answer:

at - ab + a²b2 - ab + 64

Step-by-step explanation:

We have to find the value of a+b°)a+b without actual division algebra.

Clearly putting a=-b the expression

(a + b) becomes zero.

So, (a+b) is definitely a factor of (a + b) term.

Now we can express (a + b5) in the following form:

(a +65)= (a +a+b) – (a*b+ a62) + (a%b? + a*b*) – (a²6³ + ab*) + (ab4 + b*)

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Answer 2

Answer:

Hi friend

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