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The count in a bacteria culture was 600 after 10 minutes and 2000 after 40 minutes. Assuming the count grows exponentially,
Find an equation for the hyperbola with the focus (11,12) and asymptotes 4x-3y=18 and 4x+3y=30. Find the arc length of the curve given by x = sin t - cos t, y = sin t + cos t, pi/1
1.simplify the expression using the double-angle or half-angle formula3sin theta8 cos theta82. find sinx2 cosx2 and tan
Explain how you would use probability, statistics and geometry in the computer forensics field.
A manufacture has been selling 1500 television sets a week at 450 each. A market survey indicates that for each 29 rebate offered to a buyer, the number of sets sold will increase by 290 per week.
time lost due to employee absenteeism is an important problem for many companies. the human resources department of
Write a program for the arithmetic (negation of an integer, addition, subtraction and multiplication of two integers) of integers using 3's complement representation.
Hayes electronics assumed with certainty that the ordering cost is $450 per order and the inventory carrying cost is $170 per unit per year. However, the inventory model parameters are frequently only estimates that are subject to some degree of unce..
The temperature outside is 40oF. A 120oF liquid is carried outside. One minute later, the temperature of the liquid has dropped to 100oF. What is the exact temperature of the liquid 2 minutes after being taken outside
Prove the following by contradiction and induction
Calculating Production and Material Consumption Rates, The Ottawa Coat company manufactures winter coats and spring jackets. The winter coat requires 4m of material while the spring jacket requires just 1m
Find the average cost function C associated with the following total cost function C. a) C(x) = 0.000008x3 - 0.1x2 + 110x + 59000. What is the marginal average cost function C'?
Evaluate the following double integral by using polar coordinates. I = ∫∫D 1 - x2 - y2 dA, where the region D is the quarter unit disc x2 + y2 ≤1 in the first quadrant.
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