Alocal honda dealership collects data on customers. here is data from 311 customers who purchased a honda civic.
hybrid honda civic standard-engine honda civic row totals
male 77 117 194
female 34 83 117
column totals 111 200 311
which of the following probability statements is found with the computation 117 / 200?

a. p(male and standard engine)
b. p(standard engine | male)
c. p(male | standard engine)
d. p(female)

c. P(male | standard engine)

Explanation:

A probability is the number of desired outcomes divided by the number of total outcomes.

In this problem, we have that:

194 of the customers are male

117 of the customers are female

Of the male customers, 77 bought an Hybrid Honda Civic and 117 bought a standard engine Honda Civic.

Of the female customers, 34 bought an Hybrid Honda Civic and 83 bought a standard engine Honda Civic.

Which of the following probability statements is found with the computation 117 / 200?

a. P(male and standard engine)

There are 311 people. 117 are males who bought a standard engine Honda Civic. So this probability is 117/311.

b. P(standard engine | male)

194 are male. 117 bought a standard engine Honda Civic. So this probability is 117/194

c. P(male | standard engine)

200 bougth a standard engine Honda. 117 are male. So this probability is 117/200, and this is the correct answer.

d. P(female)

There are 311 customers, of which 117 are female. So this probability is 117/311.

the answer is d i just took the test (provides the number of allowances an employee has claimed.)