If 9x² + y² = 37 and xy = 2, x, y>0, then the value of (27x³+ y³) is:

If $$x+{1\over x}=c{1\over c}$$ then the value of x

If   $$x+{1\over x}=2 $$ then the value of    $$x^{12}-{1\over x^{12}} $$ is

If (10 a³+4b³):(11a³-15b³)=7:5, then (3a+5b):(9a-2b)=?

Given that x³ + y³ = 72 and xy = 6 with x > y. Then the value of (x – y) is

What is the product of (x + a) and (x + b)?

If x + y + 3 = 0 , then find the value of x³+y³-9xy+9.

If x = 332, y = 333, z = 335, then the value of x³ + y³ + z³ – 3xyz is