Question

Solve this inequality
16^x>0.125

Answer 1

Let's solve your equation step-by-step.

0.25(x−3)+0.3(x−4)−0.125=0.125(5x−19)

Step 1: Simplify both sides of the equation.

0.25(x−3)+0.3(x−4)−0.125=0.125(5x−19)

(0.25)(x)+(0.25)(−3)+(0.3)(x)+(0.3)(−4)+−0.125=(0.125)(5x)+(0.125)(−19)(Distribute)

0.25x+−0.75+0.3x+−1.2+−0.125=0.625x+−2.375

(0.25x+0.3x)+(−0.75+−1.2+−0.125)=0.625x−2.375(Combine Like Terms)

0.55x+−2.075=0.625x−2.375

0.55x−2.075=0.625x−2.375

Step 2: Subtract 0.625x from both sides.

0.55x−2.075−0.625x=0.625x−2.375−0.625x

−0.075x−2.075=−2.375

Step 3: Add 2.075 to both sides.

−0.075x−2.075+2.075=−2.375+2.075

−0.075x=−0.3

Step 4: Divide both sides by -0.075.

-0.075x/0.075=-0.3/-0.075

x=4

Read more on Brainly.in - https://brainly.in/question/10588770#readmore