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(4a+9)^2...

`(4a+9)^2`

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Let us simplify using formula:- (4a^2 -9) (4a^2 - 6a + 9) (4a^2 + 6a + 9)

(-4/9)^(2)=

(2xx3)^3-:(4xx9)^2xx(27xx8)^2=6^?

Verify (4x + 9) ^(2) - 144 x = ( 4x - 9) ^(2)

If 3^(4)xx9^(2)=9^(x) then the value of x is

Find the value of x for which ((4)/(9)) ^(4) xx ((4)/(9)) ^(-7) = ((4)/(9)) ^(2x -1)

Fractorise: 4x ^(2) -9y^(2)

Check whether the following are quadratic equations :- (x^2-4x+9)^2=8(x^2-4x+9)+15 .

1:(4)/(9):(2)/(3)=