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T. Willy got 128 pounds of honey from his hive. If this was a 60 percent increase from last year, how much honey did he get last year?

Answer :

Final answer:

To find T Willy's original amount of honey before the 60 percent increase, a basic percentage increase calculation is used, revealing that he collected 80 pounds of honey last year.

Explanation:

The question at hand involves calculating the original amount of honey T Willy obtained before experiencing a 60 percent increase. This question is a problem involving basic percent increase calculation, which is a vital concept in pre-algebra and percentage problems.

To find the original amount of honey, let's denote the amount of honey collected last year as X. Given that T Willy got 128 pounds of honey this year after a 60 percent increase, we can formulate the equation as follows: X + 0.60X = 128. Simplifying this, we get 1.60X = 128. Dividing both sides by 1.60, we find X = 80.

Therefore, T Willy got 80 pounds of honey from his hive last year before the 60 percent increase.

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Rewritten by : Barada

Answer:

80 pounds

Step-by-step explanation:

h stands for the honey he had last year

to get to the 128 he got this year, you need to add the h amount

of honey from last year plus the 60% (.60) increase of h amount of honey

h + .6h = 128

1.6h = 128

h = 128 / 1.6

h = 80 pounds