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1. Mary owes June $800, and wants to pay her off. She decides to borrow the amount from her bank at a discount rate of 12%. If she borrows the money for 10 months, find the amount of the loan she should ask for so that her proceeds are $800?
2. Lydia's aunt Rose left her $4,000. Lydia spent $1,000 on her wardrobe and deposited the rest in an account that pays 8.9% compounded daily. How much money will she have in 5 years?
3. At the end of each month Rita deposits $600 in an account that pays 4% compounded monthly. What will the final amount be in 3 years?
4. The Gomez family bought a house for $250,000. They paid 15% down and amortized the rest at 11.2% over a 30-year period. Find their monthly payment.
5. Mr. Smith is planning to retire in 30 years and would like to have $350,000 then. What monthly payment made at the end of each month to an account that pays 7.5% compounded monthly will achieve his objective?
the officers of a high school senior class are planning to rent buses and vans for a class trip. each bus can transport
Find the tension necessary for the cables U and V to keep the weight in static equilibrium. Cable U has an angle of 36 degrees, and cable V has an angle of 42 degrees.
A student and a professor each choose a number between 1 and 5 (1 and 5 are both possible choices). What is the probability that the two choose the same number?
The perimeter of a square garden is 248 metres. What is the length of each side?
those where disk moves are restricted, and those where disks may have the same size. Include what is known about the number of moves required to solve each variation.
What is the probability that student passes?
A new fashion in clothes is introduced. It spreads slowly through the population at first but then speeds up as more people become aware of it.
A bottle company estimated 155,000 on delivery cost alone this year, if the total cost estime is 668,000. what percentage of total sales will be spent on delivery.
The sides of a square increase in length at a rate of 2 meters / seconds. (a) At what rate is the area of the square changing when the sides are 10 meters long? (b) At what rate is the area of the square changing when the sides are 20 meters long?
Describe how equivalence classes can be used to define the rational numbers as classes of pairs of integers and how the basic arithmetic operations on rational numbers can be defined following this approach.
Determine whether the given ordered pair is a solution of the system. Solve each system by substitution method
the standard deviation of age of passenger train cars is 2 yrs. if the distribution of ages is normal and 10% of the cars are older than 10 years, find the average age.
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