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Question: When someone is paying off a loan with initial amount A and monthly payment M at an interest rate of p percent, the total amount T(n) of the loan after n months is computed by adding p/12 percent to the amount due after n-1 months and then subtracting the monthly payment M. Convert this description into a recurrence for the amount owed after n months.
Use your result from part (b) to determine all of the points at which the graph of x = y5 - 5y3 + 4y has a vertical tangent line. Use implicit differentiation to find a formula for dy/dx.
Mineral deposits have formed a uniform coating that is 4mm thick on the inside of a water pipe. The cross0sectional area of the pipe has decreased by 10% What was the original diameter of the pipe. (nearest tenth) of a millimeter.
The cost of taking your pet aboard the air flight with you in the continental US varies according to the airlines. The five number summary for prices based on a sample of major US airlines was:
Statements is true about the complex number i
Find two (distinct) subgroups of order 30 in Z50 ⊕ Z60. Determine the number of elements of order 10 and the number of cyclic subgroups of order 10 in Z20 ⊕ Z15
Find the component form of the vector v that has an initial point at (1,-2,2) and a terminal point at (3,-3,0) find the component form of the vector w if ||w||=4 and points in the direction opposite v. hint: normalize v first.
Use the Side-Splitting Theorem to find NI.
It is estimated that y , the number of items of a particular commodity (in millions)sold in the united States in year x represents the number of years since 1990 , is given the formula y=1.38x+3.49.
If so, is the solution unique? Explain.
How many students like at most 2 kinds of these chocolate candies?
A rectangular tank, 4m long, 3m wide and 6m tall, is filled with water up to a depth of 2m. A solid spherical object of radius 1.2m is placed into the tank. Determine the new water level, correct to 3 significant figures.
The following selections were originally submitted as letters to the editor of newspapers and magazines. Determine which of them can, with good reason, be considered arguments. In those that can, identify the conclusion.
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