Questions asked
Intro You bought Samsung stock for $48 on April 1. The stock paid a dividend of $5 on July 1, and had a price of $57. It is now Oct. 1, and the stock price is $62. Part 1 What was the arithmetic average quarterly return? .189 Correct? $r_1 = \frac{57 + 5}{48} - 1 = 0.2917$ $r_2 = \frac{62}{57} - 1 = 0.0877$ $r_1 + r_2$ $0.2917 + 0.0877$ Attempt 2/10 for 9.5 pts.
For the given matrix and eigenvalue. Find an eigenvector corresponding to the eigenvalue. $A = \begin{bmatrix} -31 & 7 \ -140 & 32 \end{bmatrix}$, $\lambda = 3$ $\begin{bmatrix} 4 \ 1 \end{bmatrix}$
A consumer maximizes utility, given her income, when she chooses a consumption bundle whose: marginal utility of each good is equal. highest indifference cu
You have an investment account that started with $1,500 15 years ago and which now has grown to $7,500. a. What annual rate of return have you earned (you have made no additional contributions to the account)? b. If the investment account earns 17% per year from now on, what will the account's value be 15 years from now? a. What annual rate of return have you earned (you have made no additional contributions to the account)? Your annual rate of return is %. (Round to two decimal places.)
Problem 2. Compute the relative change in the function $f(x) = x^2 + 1$ from $x = 2$ to $x = 5$. (A) 2100% (B) 420% (C) 4.2% (D) 700% (E) 7.0%
Find the least squares approximating parabola for the given points. (1, 2), (2, -5), (3, 8), (4, 9) y(x) =
A hip-hop dance group pays an hourly fee to rent a space. They spent $1,232.25 to rent the room for 15.5 hours. What is the hourly fee?
Suppose that 14% of a certain brand of desk have a faulty drawer and that 6% have chipped paint. If 3% have both a faulty drawer and chipped paint, what is the probability of randomly selecting a desk that has no problems?
A sinusoidal Voltage is zero and increasing at t = -1.047ms The other Values are Umarked on the graph. Find (i) ? (ii) f (iii) T (iv) ? & A if $v(t) = A \sin(?t + ?)$ (v) ? & A if $v(t) = A \cos(?t + ?)$ (vi) v (at t = 5ms).
Problem 3: A Pitot static tube is used to measure the velocity of an aircraft. If the air temperature and pressure are 5°C and 90kPa respectively, what is the aircraft velocity in km/h if the differential pressure is 250mm water column. Problem 4: A Pitot static tube is used to measure the velocity of water flowing in a pipe. Water of density $\rho$ = 1000 kg/m³ is known to have a velocity of $v$ = 2.5 m/s where the Pitot static tube has been introduced. The static pressure is measured independently at the tube wall and is 2 bar. What is the head developed by the Pitot static tube if the manometric fluid is mercury with density equal to $\rho_m$ = 13600 kg/m³.
