If `p/q=(5/6)^(-2)xx(4/3)^0` then `(p/q)^(-2)=`

If (p/q)^(-2)xx(121/100)=1 then (p/q)^3

If (p)/(q)=((3)/(2))^(-2)-:((6)/(7))^(0) then ((p)/(q))^(-3) is

If p/q = ( 3/2 )^(-2 ) div ( 6/7 )^0 , find the value of ( p/ q )^(-3)

If p/q=(2/3)^2-:(6/7)^0, find the value of (q/p)^3

If p/q=(2/3)^2-:(6/7)^0, find the value of (q/p)^3

If 6!=2^(p)3^(q)5^(r) then ,p+q+r=

If 80 = 2^(P) xx 5^(q) , then p + q =

If p/q=6/5 then the value of (3p+4q)/(3p-4q) is………….

Let p and q be real numbers such that p!=0,p^3!=q ,and p^3!=-qdot If alpha and beta are nonzero complex numbers satisfying alpha+beta=-p and alpha^3+beta^3=q , then a quadratic equation having alpha//beta and beta//alpha as its roots is A. (p^3+q)x^2-(p^3+2q)x+(p^3+q)=0 B. (p^3+q)x^2-(p^3-2q)x+(p^3+q)=0 C. (p^3+q)x^2-(5p^3-2q)x+(p^3-q)=0 D. (p^3+q)x^2-(5p^3+2q)x+(p^3+q)=0

Let p and q be real numbers such that p!=0,p^3!=q ,and p^3!=-qdot If alpha and beta are nonzero complex numbers satisfying alpha+beta=-p and alpha^3+beta^3=q , then a quadratic equation having alpha//beta and beta//alpha as its roots is A. (p^3+q)x^2-(p^3+2q)x+(p^3+q)=0 B. (p^3+q)x^2-(p^3-2q)x+(p^3+q)=0 C. (p^3+q)x^2-(5p^3-2q)x+(p^3-q)=0 D. (p^3+q)x^2-(5p^3+2q)x+(p^3+q)=0