`(m)/(2)-(3(m-4))/(5)=(5(3-m))/(6)`
What value o f m makes the equation above a true statements?

(3)/(2)=(-(5m-3))/(3m)+(7)/(12m) What is the solution for m in the equation above?

(2(m+4)+13)/(5)=(21-(8-3m))/(4) In the equation above, what is the value of m?

3x ^(2)=m (5x +v) What are the values of x that satisgy the equation above, where m and v are constants ?

State what is the value of m in the equation, and type of equation.. 5+m=-6

For what value of m the roots of the equation x^2-2(5+2m)x+3(7+10m)=0 are equal

If (7)/(m-sqrt(3))=(sqrt(3))/(m)+(4)/(2m) , what is the value of m ?

If m=2, find the value of : 3m-5

5^m ÷ 5^(-3) = 5^(7) , find the value of m

The value of m that satisfies the equation (7)/(4m-2) = (5)/(3m-4) is :

Write the following equation in statements froms: 3m/5=6