Question

If one mini Hershey bar weighs 0.3 ounces how many mini candy bars would you have to eat to eat the same amount as a regular size Hershey bar that weighs 1.55 ounces?

Answer 1

To match the weight of one regular Hershey bar (1.55 ounces), you need to eat 6 mini Hershey bars, each weighing 0.3 ounces, as the division of 1.55 by 0.3 is approximately 5.17.

Step-by-step explanation:

The student is asking how many mini Hershey bars, weighing 0.3 ounces each, are needed to match the weight of a regular Hershey bar that weighs 1.55 ounces. To solve this, you'll need to divide the weight of the regular Hershey bar by the weight of one mini Hershey bar.

Step 1: Identify the weight of one regular Hershey bar (1.55 ounces).

Step 2: Identify the weight of one mini Hershey bar (0.3 ounces).

Step 3: Divide the weight of the regular bar by the weight of the mini bar: 1.55 ounces ÷ 0.3 ounces = 5.1666...

Since you can't eat a fraction of a candy bar, you would round up to the next whole number, which means you would need to eat 6 mini Hershey bars to consume more than or equal to the weight of one regular Hershey bar.

Answer 2

For this you have to set up a basic algebraic equation since you want to know the amount of mini candy bars eaten we will call this x the goal is 1.55 ounces so we will set the equation equal to that. Lastly we will multiply x by 0.3 because you are eat x many 0.3 candy bars. With this you should get an equation

0.3x=1.55 from here you solve for x. Do this by diving 1.55 by 0.3 to get c alone

x=5.16666 repeating