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1. Sanford's gym coach made him run 20 laps on a 700-m track. How many kilometers did he run? show all work with conversions.
2. On a baseball diamond, the bases are 90 feet apart. How many yards does a batter run in reaching second base? Show work.
3. The earth is on average 92,900,000 miles from the sun. In July, the distance is 94,400,000 miles, the farthest of any month. What is the distance in feet of the difference of the distance in July from the average? show work.
Describe the most beneficial training you have ever received at one of your places of employment and why you feel this way. Provide a few examples.
Weight them half as much as the three interior points.
Show that ~ defines an equivalence relation on A and find the corresponding equivalence classes.
dance team knows 18 routines of which 8 are tap, 7 are ballet, and 3 are modern. The program can consist of any four routines. In how many ways can the manager choose which routines to present if there are no restrictions?
A woman deposits $50,000 in a savings account with 4% continuously compounded interest. How many years must she wait until the balance has doubled
You are traveling to your mothers house that is 234 miles away. If you are currently twice as far from your home as you are from your mothers house, how far have you traveled? Round your answer to the nearest tenth mile.
What is the marginal product of the first worker? What is the marginal revenue product of the first worker? Fill in the rest of the table. How many workers will this firm hire at a wage of $7
How many cars will it rent at this price - How often should they place an order? (Round your answer to one decimal place.)
Mark, a college sophomore, is unsure of his career choice. He was majoring in technology, but he had an internship in computer programming last year and was bored to tears.
Write down a polynomial in one variable x such that the coefficient of x^n is the number of ways to choose a snack with n pieces of fruit.
Estimate the area under the graph of y=x2+1x for x between 0 and 2 . Use a partition that consists of 4 equal subintervals of [0,2] and use the right endpoint of each subinterval as a sample point.
Let H be a random variable with probability p1 that has a Geometric distribution G1 Let Y be a random variable with probability p2 that has a Geometric distribution G2
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