Graph the parametric equation for the given interval. Add arrows to show how the curve is traced out. x = t + 1, y = (t - 1)2; 0 ? t ? 3
A. 
B. 
C. 
D. 
Answer: D
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Use the table to solve.Factors for loan qualification:ConventionalVAFHA
3. Credit score should be 650 or higher.The Alstrom family is trying to qualify for a conventional loan. Their gross monthly income is $3828. If they get the loan, their mortgage payment will be approximately $993. Their total monthly debt will be $1204. They have a credit score of 725. Do they qualify?
A. f.e.r. = 0.46, b.e.r. = 0.41; No B. f.e.r. = 0.26, b.e.r. = 0.31; Yes C. f.e.r. = 0.46, b.e.r. = 0.41; Yes D. f.e.r. =0.05, b.e.r. = 0.10; No
The diagram shows two binary sequences about to be manipulated by passing through a microchip's series of gates. Provide the results of these computer manipulations, designated by ? in the diagram.
A. 
B. 
C. 
D. 
Solve the given differential equation (where the function is subject to the given conditions) by using Laplace transforms.y" - 16y = 20e5t, y
= 5, y' 
= 0
A. y = 
e-4t + 
e5t
B. y = 
e-4t + 
e5t
C. y = 
e4t + 
e-5t
D. y = 
e-4t + 
e-5t
A person's weight depends both on the daily rate of energy intake, say C calories per day, and the daily rate of energy consumption, typically between 12 and 20 calories per pound per day. Using an average value of 16 calories per pound per day, a person weighing w pounds uses 16w calories per day. If 
, then weight remains constant, and weight gain or loss occurs according to whether C is greater or less than 16w.To determine how fast a change in weight will occur, a plausible assumption is that dw/dt is proportional to the net excess (or deficit) 
in the
number of calories per day.Assume C is constant and write a differential equation to express this relationship. Use k to represent the constant of proportionality.
A. 
= k(16w - C)
B. 
= C(k - 16w)
C. 
= k(C + 16w)
D. 
= k(C - 16w)