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ALGEBRA
for subtracting this problem: (0.04x^30.03x^2+0.02x)(0.03x^3+0.08x^26) I know to change the signs of the second grouping. When I done that, I cam up with: 0.04x^30.03x^2+0.02x0.03x^30.08x^2+6 THEN .01x^3  .11x^2 + 0.02x + 6.....is … 
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A bicyclist is riding on a path modeled by the function f(x) = 0.03x, where x and f(x) are measured in miles. Find the rate of change of elevation when x = 3. 
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the cost (in dollars) of producing x units of a certain commodity is C(x)=5579+13x+0.03x^2. Find the instantaneous rate of change with respect to x when x=103. 
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the number N of state and federal inmates in millions during year X, where X> 2002, can be aproximated by the formula N= 0.03x  58.62. determine the year in which there were 1.5 million inmates 
math 208
the number N of state and federal inmates in millions during year X, where X> 2002, can be aproximated by the formula N= 0.03x  58.62. determine the year in which there were 1.5 million inmates 
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N= 0.03x  58.91 
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The marginal cost of production (in Rs) is 3 + x/3000 + e^(0.03x), where x denotes the number of units. The cost of producing 100th unit is: 
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4e^(.03x)7=13 
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Which of the following functions has a rate of change that stays the same? 
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Find the normal to the curve x=tt+1x=tt+1 and y=tt−1y=tt−1 at the point T where t = 2. I tried converting this into one equation (y=x(t+1)t−1y=x(t+1)t−1) but don't see how to get the answer which says: dydx=−(t+1)2(t−1)2dydx=−(t+1)2(t−1)2 …