Question

[(5x $4) + (8x $10)] / [(4 x $12) + (8 x $60)] x 100 =

Answer 1

To solve the given expression, let's break it down step by step:

[(5x $4) + (8x $10)] / [(4 x $12) + (8 x $60)] x 100

First, let's simplify the numerator:

(5x $4) + (8x $10) = (5 * 4x) + (8 * 10)

= 20x + 80

Next, let's simplify the denominator:

(4 x $12) + (8 x $60) = (4 * 12) + (8 * 60)

= 48 + 480

= 528

Now, let's substitute the simplified numerator and denominator back into the expression:

[(20x + 80) / 528] x 100

Next, let's simplify the fraction:

(20x + 80) / 528 = 20(x + 4) / 528

Finally, let's multiply the fraction by 100:

20(x + 4) / 528 x 100 = 2000(x + 4) / 528

So, the simplified expression is 2000(x + 4) / 528.