Respuesta :

Answer:

400

Step-by-step explanation:

  • if 64 sheep make up 16% of the flock, how many sheep are in the flock?

we can solve with an equation

64 : 16 = x : 100

x = 64 x 100 : 16

x = 400

This may sound kinda weird but I will explain the entire thing along the way:

1. Divide percentage by the amount of sheep

64 / 16 = 4

This means that 4 sheep represent 1% of the flock. When doing this, I can simply use the factor that for each 1% I will calculate, I need to account for 4 sheep.

2. Find the percentage amount that is missing

100 - 16 = 84

This means that 16% of the flock has already been accounted for, and that I need to calculate the final 84%.

3. Multiply the results of step 1 by the percentage needing to be calculated

84 x 4 = 336

This means, that the other 84% of the flock combine for a total of 336 sheep.

4. Add up the percentages and amount of sheep together

16% + 84% = 100%
64 + 336 = 400

This means, that there are 400 sheep in the entire flock.

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