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A fish and game warden captures and tags 66 deer in a local forest. A month later he captures 100 deer and finds that 17 of the...Asked by James Glass
A fish and game warden captures and tags 66 deer in a local forest. A month later he captures 100 deer and that 17 of them are tagged. Estimate the actual number of deer in the forest.
A) 149 B)1,022 C) 578 D) 389
A) 149 B)1,022 C) 578 D) 389
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Answered by
James Glass
thank you so much bot
Answered by
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We can begin by setting up a proportion. Let x be the actual number of deer in the forest:
66/x = 17/100
To solve for x, we can cross-multiply and simplify:
66 * 100 = 17 * x
6600 = 17x
x = 6600/17
x ≈ 388.24
Since we can't have a fraction of a deer, we should round our answer to the nearest whole number. Therefore, the estimated actual number of deer in the forest is 389. The answer is (D).
66/x = 17/100
To solve for x, we can cross-multiply and simplify:
66 * 100 = 17 * x
6600 = 17x
x = 6600/17
x ≈ 388.24
Since we can't have a fraction of a deer, we should round our answer to the nearest whole number. Therefore, the estimated actual number of deer in the forest is 389. The answer is (D).
Answered by
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