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Two people are to meet in the park. Each person is equally likely to arrive, independent of the other, at 2:00, 2:30, or 3:00 p.m. Let Xequal the time that the first person to arrive has to wait, where Xis taken to equal 0 if both people arrive at the same time.
(a) What are the possible values of X?
(b) What are the probabilities that Xassumes each of these values?
Explain how to find the vertex of a parabola and explain how algebra is used to determine if a parabola possesses real roots.
Is there a point at which your investment appears to grow more quickly? What can you conclude about the affect of time on your retirement plans?
How many arrangements are possible?
Suppose that in a bushel of 100 apples there are 20 that have worms in them and 15 that have bruises. Only those apples with neither worms nor bruises can be sold. If there are 10 bruised apples that have worms in them, how many of the 100 apples ..
All incoming calls received a busy signal during that time. How many calls would you predict were not received by the Emergency 911 system while it was not operating?
63 percent of men consider themselves basketball fans. You randomly select 10 men and ask each if he considers himself a basketball fan. Find the probability that the number who consider themselves basketball fans is (a) exactly eight, (b) at leas..
after dividing 34 804 by a number,jose got a quotient of 263 with a remainder of 88. what number did he use as a divisor?
question a plot of land is a trapezoid whose bases have lengths 80m and 110m and whose height is 50m. if a bag of seeds
What is the maximum time it will take to be transported across the city with wind velocity of 8 miles per hour (to the nearest hour)?
Let V be the space of all functions from R to R. It was stated in the discussion session that this is a vector space over R. Prove axioms (VS1)=For all x,y, x+y=y+x (commutativity of addition),
Which measure of central location is meaningful when the data are categorical
given that a line segment has endpoints (1,2) and (5,10), write a set of parametric equations that passes through these two points.
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