Savannah, Greg, and Kevin all take part-time jobs for the summer. Their hourly wages are show in the tables below. Use the infor
mation to answer each question.
1: What is the constant of proportionality, k, of Kevin's wage?
2: What is constant of proportionality, k, of Greg's?
3: What is the constant of proportionality, k, of Savannah's wage?
4: [blank] has the highest hourly rate per hour.
5: If all three friends worked 20 hours during the week, how much would each person earn? Savannah-[blank]
6: If all three friends worked 20 hours during the week, how much would each person earn? Greg-[blank]
7: If all three friends worked 20 hours during the week, how much would each person earn? Kevin-[blank]
8: Savannah earns $247.00. How many hours did she work?
9: How long will it take Greg to earn $500.00? Round to the nearest hour.
1: What is the constant of proportionality, k, of Kevin's wage?
2: What is constant of proportionality, k, of Greg's?
3: What is the constant of proportionality, k, of Savannah's wage?
4: [blank] has the highest hourly rate per hour.
5: If all three friends worked 20 hours during the week, how much would each person earn? Savannah-[blank]
6: If all three friends worked 20 hours during the week, how much would each person earn? Greg-[blank]
7: If all three friends worked 20 hours during the week, how much would each person earn? Kevin-[blank]
8: Savannah earns $247.00. How many hours did she work?
9: How long will it take Greg to earn $500.00? Round to the nearest hour.
2 answers:
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Answer:
Step-by-step explanation:
Let X be the no of defective components produced by a certain process in one day
X is Poisson with parameter = 20
Y = no of components that can be repaired
Since each component to be repaired is independent of the other Y is Binomial with p =0.60
a)
b) P(Y = 10)= Binomial prob (15,0.6) for y =10
=
Here no of repairables X is binomial.
c) Prob for 15 produced and 10 repairable = product of a and b
= 0.009603