`(9.5)^(3)`

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((3)/(5))^(6)(5)/(3))^(-9)=(3)/(5))^(3x)

Find the value of p in the following: ((15)/(9))^(3) div ((5)/(9))^(3)=3^p

If [5^(9)xx5^(3)]div[5^(15)div5^(3)]=5^m , then find the value of m.

Use property to evaluate : (i) 13^(3)+(-8)^(3)+(-5)^(3) (ii) 9^(3)-5^(3)-4^(3)

Find (-5)/(9) -(3)/(5)

Use property to evaluate: 9^(3) -5^(3) - 4^(3)

.Fill in the blanks. (a) ((2)/(5)+(-6)/(9))+...=(2)/(5)+(-(3)/(7))

((6)/(3x-1))=((9)/(5x-3))

If f(x) = [kx+1,x 5] is continuous then value of k is : (a) (9)/(5) (b) (5)/(9) (c) (5)/(3) (d) (3)/(5)