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The diameter of a valve for the space shuttle must be within 0.001 mm of 5 mm. Write and solve an absolutevalue equation to find the boundary values for the acceptable diameters of the valve.  d  5.000 = 0.001 d  5 = 0.001 d
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A lottery offers one $10000 prize, one $5000 prize and five $1000 prizes. 1000 tickets are sold at $30 each . Find the expectation if a person buys one ticket workings: 9970/1000+4970/1000+4850/100029790/1000 = 10000/1000 =$10
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Problem: Calculate the value of your retirement if you contribute $5000 today, $1000 at the end of each year, at 8% interest for 30 years. Repeat the same question with 14%.
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In the formula A=p(1+i)^n, I can not remember how to sub a value for "i" (interest) into the equation. For example, A $1000 investment is made in a trust fund that pays 12%/a compounded monthly. How long will it take the
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how many millimeters are in 5 meters? 5000..i think 1000 mm = 1 meter. 5 meters x (1000 mm/1 m) = ?? Thats what I thought. I am pretty sure 5000 is right? You are correct. 5000 millimeters are in 5 meters....
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the company offered you a 5000 bonus, which you may receive today or 100 shares of the companys stock which has a current stock price of 50 per share
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In the passage what does Moon Shadow's point of view reveal about Uncle? ========================================================================== A. Uncle is a selfish man with no care for others. B. Uncle's loyalty to the men
asked by HALA on April 28, 2017 
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Use Cramer's rule to find the number of items the company must sell each week to break even. y= 20x + 200 y= 25x D= 20 1. 20  (25) . 25 1 D= 5 Dx= 200 1. 200  0 . 0 1 Dx= 200 Dy= 20 200. 0  5000 . 25 0  Dy=
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The Mutual Assurance and Life Company is offering an insurance policy under either of the following two terms: a. Make a series of 12 payments of 1,200 at the beginning of each of the next 12 years (the first payment being made
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A population P is a function of time t that had 5000 when t=0 can be written P(t)= 5000+B(t)D(t). B(t) is the number of births since t=0 and D(t0 is the number of deaths since t=0. suppose at a given instant B=800 and dB/dt=100,
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