Question

The percent of attacks on the dark-colored mouse models is how many times greater than the percent of attacks on light-colored models

Answer 1

The number of times the percentage of attacks on the dark-colored mouse is greater than the percentage of attacks on light-colored mouse is four (4) times.

• Let the percent of attacks on the dark-colored mouse be D.

• Let the percent of attacks on light-colored mouse be L.

Given the following data:

• Light-colored mouse models = 20 percent

• Dark-colored mouse models = 80 percent

To determine the number of times the percentage of attacks on the dark-colored mouse is greater than the percentage of attacks on light-colored mouse.

Therefore, we would simply divide the percentage for the dark-colored mouse by the percentage for the light-colored mouse as follows:

$Number \;of\;times = \frac{D}{L}$

Substituting the given parameters into the formula, we have;

$Number \;of\;times = \frac{80}{20}$

Number of times = 4 times.

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