`(3)/(w)-(4)/(3)=(5w)/(10w^(2))`
In the equation above, what is the value of w?

if 3w+4=25, what is the value of 4w+3?

If 2w + 4t = 14 and 4w + 5t = 25, what is the value of 2w + 3t ?

Find the value of w : -2/3 = 6/w

(18-3w)/(w+6)=(w^(2))/(w+6) Which of the following represents the sum of all possible solutions to the equation above?

What is the value of |(1,omega,2 omega^(2)),(2,2omega^(2),4 omega^(3)),(3,3 omega^(3),6 omega^(4))| , where omega is the cube root of the unity ?

What is the value of |{:(1,omega,2omega^(2)),(2,2omega^(2),4omega^(3)),(3,3omega^(3),6omega^(4)):}| , where omega is the cube root of unity ?

4(3w+2)-5(6w-1)=2(w-8)-6(7w-4)+4

If 1 , omega , omega^(2) are the cube roots of unity , then find the values of the following . (a+ b)^(3) + ( a omega + b omega ^(2))^(3) + ( a omega^(2) + b omega)^(3)