Based on the information given, the best estimate for the whale population would be 71 / 11 = 6.45 times the number of marked whales.
Therefore, the population estimate would be 13 * 6.45 = 83.85 whales.
Since the population cannot be a fractional number, the best estimate for the population would be around 84 whales.
there are 13 marked whales
there are 71 whales counted
and 11 marked whales counted
what would be the best estimate for the population
7 answers
there are 15 marked whales
there are 171 whales counted
and 15 marked whales counted
what would be the best estimate for the population
there are 171 whales counted
and 15 marked whales counted
what would be the best estimate for the population
Based on the information given, the best estimate for the whale population would be 171 / 15 = 11.4 times the number of marked whales.
Therefore, the population estimate would be 15 * 11.4 = 171 whales.
Since the population count matches the number of whales counted, the best estimate for the population would be exactly 171 whales.
Therefore, the population estimate would be 15 * 11.4 = 171 whales.
Since the population count matches the number of whales counted, the best estimate for the population would be exactly 171 whales.
there are 14 marked whales
there are 182 whales counted
and 4 marked whales counted
what would be the best estimate for the population
there are 182 whales counted
and 4 marked whales counted
what would be the best estimate for the population
Based on the information given, we can approach this problem by using a proportion. The proportion is as follows:
(Number of marked whales counted) / (Total number of whales counted) = (Number of marked whales in the population) / (Total population)
Using the given information, we have:
4 / 182 = 14 / x
Cross multiplying, we get:
4 * x = 182 * 14
Simplifying, we have:
4x = 2548
Dividing by 4, we find:
x = 637
Therefore, the best estimate for the population would be 637 whales.
(Number of marked whales counted) / (Total number of whales counted) = (Number of marked whales in the population) / (Total population)
Using the given information, we have:
4 / 182 = 14 / x
Cross multiplying, we get:
4 * x = 182 * 14
Simplifying, we have:
4x = 2548
Dividing by 4, we find:
x = 637
Therefore, the best estimate for the population would be 637 whales.
there are 43 marked whales
there are 371 whales counted
and 33 marked whales counted
what would be the best estimate for the population
there are 371 whales counted
and 33 marked whales counted
what would be the best estimate for the population
Based on the information given, we can approach this problem using a proportion. The proportion is as follows:
(Number of marked whales counted) / (Total number of whales counted) = (Number of marked whales in the population) / (Total population)
Using the given information, we have:
33 / 371 = 43 / x
Cross multiplying, we get:
33 * x = 43 * 371
Simplifying, we have:
33x= 16053
Dividing by 33, we find:
x = 487
Therefore, the best estimate for the population would be 487 whales.
(Number of marked whales counted) / (Total number of whales counted) = (Number of marked whales in the population) / (Total population)
Using the given information, we have:
33 / 371 = 43 / x
Cross multiplying, we get:
33 * x = 43 * 371
Simplifying, we have:
33x= 16053
Dividing by 33, we find:
x = 487
Therefore, the best estimate for the population would be 487 whales.
8 answers