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Let's prove (p+q)^4 - (p-q)^4 = 8pq(p^2 ...

Let's prove `(p+q)^4 - (p-q)^4 = 8pq(p^2 + q^2)`

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Prove that q^^~p -=~ (q to p)

Let's resolve into factors: (p^2 - 3q^2)^2 - 16 (p^2 - 3q^2) + 63

(p^^~q)^^(~p^^q) is

Let 's subtract. (2q^2 + 3p^2 - qp + pq^2) From (p^2 + q^2 - pq + p^2q) .

Using formula let's show that. (2p-q)^2 = (2p+q)^2 - 8pq

Let's resolve into factors: p^2 + 31pq + 108q^2

Solve:- (p^2q^2r^4 - p^3q^5r^3 + p^5q^3r^2) div p^2q^2r^2

Prove that ~(~pto ~q) -=~p ^^q

Let's find the product of the following algebraic expression with the help of the identity (p-2q)(p^2 + 2pq + 4q^2)

If two distinct chords, drawn from the point (p, q) on the circle x^2+y^2=p x+q y (where p q!=q) are bisected by the x-axis, then (a) p^2=q^2 (b) p^2=8q^2 p^2 8q^2

JNAN PUBLICATION-ALGEBRAIC FORMULA-EXAMPLE
  1. Let's express the following in the product from using formula. 25l^2...

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  2. Let's express the following in the product from using formula. 49x^4...

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  3. Let's express the following in the product from using formula. (2a +...

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  4. Let's express the following in the product from using formula. (x+y)...

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  5. Let's express the following in the product from using formula. (x+y-...

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  6. Let's express the following in the product from using formula. (m+p+...

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  7. Using formula, lets find the continued, product of the followingl (c...

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  8. Let's express the following in the product from using formula. (1-3x...

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  9. Let's express the following in the product from using formula. (a^2 ...

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  10. Let's express the following in the product form: 16c^4 - 81d^4

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  11. Let's express the following in the product form: p^4q^4 - r^4s^4

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  12. Let's express the following in the product form: 81 - x^4

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  13. Let's express the following in the product form: 625 - a^4b^4

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  14. Let's prove (p+q)^4 - (p-q)^4 = 8pq(p^2 + q^2)

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  15. Using formula let's multiply : (a+b+c) (b+c-a)(c+a-b)(a+b-c)

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  16. If x= frac(a)(b) + frac(b)(a) and y = frac(a)(b) - frac(b)(a) then sho...

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  17. Using formula let's multiply (a^2 +a+1) (a^2 - a+1) (a^4-a^2+1)

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  18. If x = a + frac(1)(a) and y = a - frac(1)(a) then find the value of x^...

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  19. Let's express (4x^2 + 4x +1 -a^2 + 8a - 16) as the difference of two s...

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  20. Let's express a^2 + frac(1)(a^2) - 3 as the difference of two squares.

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