
Leah D. answered 11/11/20
Georgia Tech Graduate with 6+ years of Teaching/Tutoring
A) 12in/32 rings = 20 in/x rings
The key to these problems is to make sure you are comparing the same things. One way to ensure this is to label your problem like I did above (i.e. inches & rings in this problem). Make sure the same label is in the numerator on both sides of the equation & in the denominator on both sides. In this example inches are in the numerator on both sides & rings are in the denominator. So we are comparing inches/rings on both sides of the equation. It does not matter what is in the numerator or denominator, they just have to be the same. You could literally do 32 rings/12 in = x rings/20 in.
B) You could set this problem up like a ratio ($3.69/10 bagels = $x/12 bagels) or you could divide $3.69 by 10 to find the cost of 1 bagel & then multiply that by 12 to find the cost of 12 bagels.
C) 3 left handed/25 people = x left handed/140 people
D) 15 min download/45 min show = x min download/120 min show
This problem has a trick. You have to make sure that the units are the same. You cannot compare minutes & hours. You need to multiply the 2 hours by 60 minutes to get both sides of the equation into minutes, then set up your ratio. ***The answers do not have this ratio. The division sign was left out of the right side of the equation***