Numerade

Questions asked

BEST MATCH

A single-phase feeder (or branch circuit) conductor will have a total resistance that of one conductor. (A) half (B) twice (C) three times (D) four times

View Answer

BEST MATCH

Drake would like to claim his grandson Spencer has a qualifying child so he can claim the EIC however Spencer's mother Alma is also eligible to claim Spencer as a qualifying child for ESC purposes as Drakes repair what information would you share with Drake

View Answer

BEST MATCH

$V_{in} = 24V$ $R_1 = 2 \Omega$ $R_2 = 4 \Omega$ $R_3 = 9 \Omega$ $R_4 = 7 \Omega$ $R_5 = 2 \Omega$

View Answer

BEST MATCH

let v be a signed measure, then X has a Hahn decomposition \{P, P^c\} such that if \{P', P'^c\} is another Hahn decomposition, then: V(E\cap P) = V(E\cap P') V(E\cap P^c) = V(E\cap P'^c)

View Answer

BEST MATCH

Solve the system of linear equations given below iteratively using Gauss-Seidel method and select the one that applies 12x_(1)+3x_(2)-5x_(3)=1 x_(1)+5x_(2)+3x_(3)=28 3x_(1)+7x_(2)+13x_(3)=76 Take the initial solution as [[x_(1)^((0))]] x_(2)^((0)) x_(3)^((0))=[[1]] 0 1 What is [[x_(1)^((2))]] x_(2)^((2)) x_(3)^((2))? [[1]] 1 1 [[0.1468]] 3.7153 3.8117 [[0.1468],[2.4001],[3.8118]] 5.Solve the system of linear equations given below iteratively using Gauss-Seidel method and select the one that applies 12x+3x2-5x3=1 x1+5x2+3x3=28 3x1+7x2+13x3=76 Take the initial solution as 0] ci (0 Ex (2 What is (2) O O [0.1468] 3.7153 3.8117 [0.1468] 2.4001 3.8118

View Answer

BEST MATCH

Imagine that you are purchasing a house for $110,000. The lender requires a minimum down payment of 5% of the purchase price. The closing costs are $2,050. The loan term is 30 years. The interest rate is 6%. Real estate taxes on the house are $1,200 per year. Homeowners insurance is $750 per year. You also have to pay for private mortgage insurance. For this example, it would likely cost 1% of the loan amount for at least the first 5 years of the loan or $87.08 per month. What are the total amount of monthly payments and total interest paid on the loan? Group of answer choices: $213,681.60 and $114,681.60 $237,423.60 and $127,423.60 $255,395.35 and $147,329.65 $225,550.80 and $121,050.80

View Answer

BEST MATCH

State whether the following two graphs are isomorphic. Justify your answer.

View Answer

BEST MATCH

2. Al Sooner died on January 15, 20X5. Records disclose the following estate: Cash in the bank $ 7,500 5% note receivable, including $50 accrued interest 3,050 Stocks 70,000 Dividends declared on stocks 250 8% mortgage receivable, including $150 accrued interest 30,150 Real estate - apartment house 400,000 Household effects 27,250 Dividends receivable from the Peg Sooner Trust Fund 250,000 Total inventory of assets $788,200 Cash receipts: Jan. 20 Dividends $ 1,500 25 5% note receivable 3,000 Interest on 5% note receivable 53 Stocks sold, inventoried at $22,500 20,000 28 8% mortgage sold 33,000 Interest accrued on mortgage 207 29 Sale of apartment house 395,000 Sale of assets not inventoried 250 Total cash receipts $453,010 Cash Disbursements: Jan. 20 Funeral expenses $ 2,750 23 Decedent's debts 8,000 25 Decedent's bequests 10,000 31 Payment to son, including all estate income 20,000 Total cash disbursements $40,750 Required: Prepare journal entries to record the events in his estate for the period January 15 through January 31, 20X5. Jan 15, Cash principal 7500 5% NR 3000 Accrued int. 50 Stock 70,000 Dir Rec. 250 80% Mort. Rec. 30,000 Accrued int 150 Real estate 400,000 Household 27,250 Div. Rec. 250,000 Estate principal 788,200

View Answer

BEST MATCH

2. Consider the block diagram x(t) xr(t) y(t) X H(?) p(t) where $\sum_{n=-\infty}^{+\infty} \delta(t - nT_s)$ $H(\omega) = \begin{cases} T_s, & |\omega| < \pi/T_s \\ 0, & \text{otherwise} \end{cases}$ (32) (33) Let x(t) = cos(2?fot). The following questions can probably be more easily solved in the frequency domain rather than the time domain. (a) What is y(t) when fo = (1/4)(1/Ts)? Does this sampling and reconstruction system make y(t) equal to x(t)? (b) What is y(t) when fo = (3/4)(1/Ts)? Does this sampling and reconstruction system make y(t) equal to x(t)? (c) Give two different values of fo such that y(t) = cos(2?f1t) where f1 = (1/8)(1/Ts).

View Answer

BEST MATCH

QUESTION 4 Metrics Company is expected to pay a dividend of $3.50 in the coming year. Dividends are expected to grow at a rate of 10% per year. The risk-free rate of return is 5% and the expected return on the market portfolio is 13%. The stock is trading in the market today at a price of $90.00. What is the approximate beta of Metrics's stock? A. 0.8 B. 0.50 C. 1.11 D. 1.85 E. 1.95

View Answer

sean f.