James will retain his original t toy cars along with half of (t+13) cars, resulting in a total of...
... t + (t + 13/2) = (3t + 13)/2.... cars after receiving a gift from Paul.
If point M is located on segment LN, then using the segment addition postulate, we have:
LN is equal to LM plus MN
LN = 22 + 15
Therefore, LN = 37
According to your definition, horses are the only creatures labeled as "not small". To determine the percentage, divide the number of small animals by the total number.
So, 7 dogs + 13 cats + 3 ferrets = 23 small animals
7 dogs + 13 cats + 3 ferrets + 4 horses = 27 total animals.
Thus,

The multiplication by 100 is necessary because dividing results in a decimal, and a percentage is a fraction of 100.
This leads us to the calculation which yields
85.18%
Answer:
0.8753
Step-by-step explanation:
Determine the likelihood that your job will complete before 10:01 am.
In this scenario, the expected value of an Exponential distribution is E(X)=12.
To find the probability for the third job, we apply the Poisson Distribution with a parameter of 1/λ.
This gives us E(Y) =1/12.
Since the third job is expected to be ready by 10:01 AM, we have E(Y)=61/12.
Hence, the probability sought is

=1- POISSON(3,5,true)
=1-0.1246
=0.8753