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Assume you deposited $2000 in the savings account with annual rate of interest of 1% compounded continuously. How much money will be in account in ten years?
For the given, use zeros and end behavior of every polynomial function to draw the approximation to graph of function. Describe how you came up with graph.
Was there essentially a time during each trip when monk was in exactly same place on both days? Why or why not? Assume monk walked faster on second day, and got back at 9 AM. What is the answer to par
The angle of elevation to the top of empire state building in New York is 11degrees from ground at the distance of 1 mile from the base of building. Using this information, determine height of Empir
Investment of $9000 with the certain computer company in 1995 grew to $250000 in 1998. Suppose investment grew continuously, find annual growth rate?
If intensity of sound at the rock concert is 0.003 watts per square meter at the distance of 79 meters from stage, then find level of sound at point in audience?
You observe the plane approaching overhead and suppose that its speed is 550 miles per hour. Angle of elevation of plane is 16° at one time and 58° one minute later. Find altitude of the pla
Incorporate any vertical/horizontal asymptotes if any. On grid provided, make right hand side of graph be end of one period. Scale the graph from there.
The count in the culture of bacteria was 400 after 2 hours and 25,600 after six hours. Determine relative growth rate of bacteria population? Express the answer as the percentage.
Determine component form and magnitude of indicated vector. Provided the points P = ( -2, -6) and Q = ( -1, 1), determine component form and magnitude of vector Square root 3 attached to vector QP.
The count in the culture of bacteria was 400 after two hours and 25,600 after 6 hours. Determine relative growth rate of bacteria population? in percentage.
Determine the exponential model n(t)= (initial)2^t/a for population t years after 2006. Exponential model for continuous growth after 2006.
If french fries contain 9 grams of carbohydrates and 190 calories per three-ounce serving, how many servings of green beans should he utilize?
The certain radioactive isotope has the half-life of 1000 years. How many years would it take for the given amount of isotope to decay to 40% of that amount?
Determine the formula for N in terms of unknown x. Create the table of data with 1 column representing different values of x and other column corresponding values of N.
Determine area and radius of puddle after 1 minute, 92 minutes, 5 hours, 1 day. Is radius of puddle increasing at the constant rate?
How many pies are sold in four hours? Suppose Pagliacci starts taking orders at 5 : 00 pm and profit is the constant rate of $11 on 10 orders. When will phone order profit exceed $1,000?
Determine the domain of T. Determine equation which gives adjust gross income G as the function of federal income tax T: [t+2800]/.25 =G
In $700 grew to $800 in the savings account after five years and interest was compounded semiannually, determine nominal rate of interest, compounded semiannually, which was earned. Using A=P(1+r/n
The rectangle as the length of 10 and width of 8. Use 3 equations to determine area of circle and ellipse, circle has its own equation. Center point lies within center of the ellipse.
Assume the polynomial of degree 5 has real zeroes at x=-4 and x=2/3, multiplicity 2 and end behavior y=-x^5. Illustrate the sign analysis for m(x) > 0 and find solution set in inequality notatio
In traveling across flat land, you notice the mountain directly in front of you. Its angle of elevation (to peak) is 3.5°. After you drive x = 13 miles closer to mountain, angle of elevation is
Adrienne and Dave are both running race. Adrienne has the pace of 5.7 min/mile and Dave is running 10.3 mph. determine who is running faster?
Air has the density of 1.225 kg per cubic meter. Assume Tower was contained in the cylinder. Determine mass of air in cylinder. Is this more or less than mass of Tower?
verify that 7685.3the density of lead is 11.34 g/cm2 and density of aluminum is 2.69g/cm2. Determine radius of lead and aluminum spheres all having a mass of 50 Kg.