Question

solve the equation by factoring
24x^2 -30x =0
a. x=54,x=30 b. x=0 c. x=5/4, x=0 d. x=5/4

Answer 1

Start by taking x as a common factor:
\[x(24x-30)=0\]
Multiplication of two number is zero, means that either one of them can be zero. So
x=0
or
\[24x-30=0 \implies x={30 \over 24} \implies x={5 \over 4}\]
So the equation has two solutions x=0 and x=5/4

Answer 2

the other question is different but i think the way u explain this problem helped me solve the last one i just posted thanks

Answer 3

You're welcome!! And thanks for the medal.