Question

Solve the following

Answer 1

Answer:

Required Answer

$\sf 3(3x-2)=64x+40$

• We need to express it into simplest form.
• So we first need to simplify it

${:}\longrightarrow$$\sf 9x-6=64x+40$

• Now interchange both sides
• As we know that if we change sides then the value won't be changed.
• it will help us in solving easily.

${:}\longrightarrow$$\sf 64x+40=9x-6$

• Now take unknown factors to left side and numbers to right side.

${:}\longrightarrow$$\sf 64x-9x=-6-40$

• Now simplify

${:}\longrightarrow$$55x=-46$

• Now interchange sides and get x

${:}\longrightarrow$$\sf x={\dfrac {-46}{55}}$

• As the numerator and denominator don't have any common factor So this is the simplest form

$\therefore$${\underline{\boxed{\bf {x={\dfrac {-46}{55}}}}}}$