Thus the great house was built. Familiar as it stands in the writer's recollection,-for it has been an object of curiosity with him from boyhood, both as a specimen of the best and stateliest architecture...
Thus the great house was built. Familiar as it stands in the writer's recollection,-for it has been an object of curiosity with him from boyhood, both as a specimen of the best and stateliest architecture...
The second and fifth terms of a geometric sequence are -4 and 1/2, respectively. Find a) the first term, b) the common ratio, c) an explicit rule for the nth term, and d)...
Which of the following gives the value of the area under the curve y=1/(x^2+1) in the first quadrant? a) pi/4 b) 1 c) pi/2 d) pi e) diverges Please...
I need to see the steps for solving the following equation: Find the equation of the tangent line to the curve at the given points for y=x^2-1/x^2+x+1 (1,0). I know the answer...
Find the limit of 3x^(2x) as x approaches to 0+. Please show all your work.
The temperature outside a house during a 24-hour period is given by F(t)=80-10cos(pi*t/12), 0≤t≤24, where F(t) is measured in degrees Fahrenheit and t is measured in hours. Question: An...
Which of the following is the limit of the sequence with nth term an=n*sin(3pi/n)? a) 1 b) pi c) 2pi d) 3pi e) 4pi The n for an is lower case. Do I supposed...
Which of the following expressions should be used to find the length of the curve y=x^(2/3) from x=-1 to x=1? a) 2*∫ sqrt(1+(9/4)y) dy from 0 to 1 b) ∫ sqrt(1+(9/4)y)...
Which sequence converges? a) an=n+3/n b) an=-1+(-1)^n/n c) an=sin (n*pi)/2 d) an=n!/3^n e) an=n/(ln(n)) I...
The base of a solid is a circle of radius 2 inches. Each cross section perpendicular to a certain diameter is a square with one side lying in the circle. The volume of the solid in cubic inches is a)...
At any time t≥0, the velocity of a particle traveling along the x-axis is given by the differential equation dx/dt-10x=60e^4t. Find the general solution x(t) for the position...
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I really do not understand the processes involved with these types of problems, so if someone could explain what you did, why you did it, and how can apply it to any word problems in this certain...
Find the total area bounded by the cubic x=y^3-y and the line x=3y. Answer: 8 Please show all your work.
1). 4(cos40° + isin40°)/3(cos160°+isin160°) 2).[2/3(cosπ/3+isinπ/3)][9(cosπ/6+isinπ/6])]
as a plane rises, the drops 3.6 degrees Fahrenheit for every 1000 feet the plane rises. If the ground temperature is 75 degrees Fahrenheit and -51 degree Fahrenheit height at cruising altitude...
Statistics show that the sales force of a certain company successfully closed 990 sales out of 1,100 sales calls. What was their percent success rate?
My question is How do I convert 2 and 4/5 to a percent
Problem . Show that the Yule-Walker equations hold even when we do not assume c=0.?
one pump can drain a pool in 12 minutes. When the second pump is also uses, the pool only takes 3 minutes to drain. How long would it take the second pump to drain the pool if it were the only pump...