For numbers 10 to 13: Ratatouille wanted to determine the lethal dose for rat poison. He then observed a random sample of 350 rats equally divided among seven doses (in grams) of rat poison. The data is given below: Dose (in grams) Number of rats Number of rats killed 10 50 20 15 50 26 20 50 27 35 50 36 50 50 35 70 50 41 90 50 45 13. The estimated value of the LD50 is grams. (Only the final answer should be rounded-off) O A. 1.0826 OB. 1.1849 O C. 12.0939 O D. 15.3085

Mathematics For Machine Technology
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ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter21: Direct And Inverse Proportions
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For numbers 10 to 13: Ratatouille wanted to determine the lethal dose for rat poison. He then observed a random sample of 350 rats
equally divided among seven doses (in grams) of rat poison. The data is given below:
Dose (in grams)
Number of rats
Number of rats killed.
10
50
20
15
50
26
20
50
27
35
50
36
50
70
50
41
90
50
45
13. The estimated value of the LD50 is
grams. (Only the final answer should be rounded-off)
O A. 1.0826
OB. 1.1849
O C. 12.0939
OD. 15.3085
Transcribed Image Text:For numbers 10 to 13: Ratatouille wanted to determine the lethal dose for rat poison. He then observed a random sample of 350 rats equally divided among seven doses (in grams) of rat poison. The data is given below: Dose (in grams) Number of rats Number of rats killed. 10 50 20 15 50 26 20 50 27 35 50 36 50 70 50 41 90 50 45 13. The estimated value of the LD50 is grams. (Only the final answer should be rounded-off) O A. 1.0826 OB. 1.1849 O C. 12.0939 OD. 15.3085
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