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Question: SAVINGS ACCOUNTS Linda has joined a "Christmas Fund Club" at her bank. At the end of every month, December through October inclusive, she will make a deposit of $40 in her fund. If the money earns interest at the rate of 7%/year compounded monthly, how much will she have in her account on December 1 of the following year?
In S(5) let pi=(245)(1354)(125). Write pi as a product of disjoint cycles and then answer the following questions. Determine pi^2, pi^5, pi^(-1).
Define statistics with citation and reference. Contrast quantitative data and qualitative data with citation and reference.
A worker on scaffolding 75 ft above the ground needs to lift a 450 lb bucket of cement from the ground to a point 20 feet above the ground by pulling on a rope weighing 5 lb/ft. How much work is required?
State the facts and identify differences between the methods. Explain why this is needed in a global economy.
assume the unit price is given as p=100-.04x and the cost of producing x units is given as c= 800+20x 1) find the profit function and simplify completely
A 5×7 photograph has a rectangular cardboard mat frame that is an equal depth on all four sides. If the total area of the mat is 99 in2, what is the depth of the mat?
Find the points where the two curves intersect. Use part (alpha) to find slope of the tangent line to each curve at points of intersection. Confirm that the tangent lines to each curve at the intersection points are perpendicular.
consider the following system of equations 1 4x3y3z-8 2 2xyz-4 3 3x-2ym2-6zm-4. determine the values of m for which
Draw a Venn diagram. If a person is chosen at random from the group, what is the probability that the person does not own a microwave, a computer or a DVD player?
1. At what interest rate will it take $3000 to grow to $24,000 in an account that earns interest compounded monthly for 20 years? 2. Alice invests $10,000 in an account that earns 8% simple interest annually. What is the value of the account after..
a boat can go 11 knots in still water hasnbsp heading n25w. the water is moving 6 knots s45w in the steady wind of 22
Find a sequence of integrable functions (fn) on R where -∞∫∞fn = 1 for all n, but fn → 0 uniformly on R. By using simple properties of sin x and cos x, show how to define the function tan: (-π/2, π/2) → R
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