Write y as an affine combination of the other points listed.v1 = 
, v2 = 
, v3 = 
, y = 
A. y = 2v1 + 3v2 - 4v3
B. y = 7v1 + 3v2 - 4v3
C. y = -3v1 - 2v2 + 6v3
D. y = 3v1 - 4v2 + 2v3
Answer: D
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Solve the problem.Jake bought a truck by taking out a loan for 
at 
interest per month. Jake's regular monthly payment is 
, but he decides to pay an extra 
toward the balance each month. His balance each month, after making his payment, is given by the recursively defined sequence B0 = $32,600 Bn = 1.0025Bn-1- 642 Determine
Jake's balance after making the first payment. That is, determine B1. A. $32,114.50 B. $31,964.50 C. $32,681.50 D. $32,039.50
Round the whole number to the given place value.1,459 to the nearest thousand
A. 900 B. 2,000 C. 1,100 D. 1,000
Solve.Jason bought x rose plants and y sunflower plants for his garden. Rose plants cost $7 each, and sunflower plants cost $14 each. If his spending limit was $252., write an inequality to show the possible combinations of rose plants and sunflower plants he could have bought. Do not solve the inequality.
A. 7x + 14y ? 252 B. 7x + 14y ? 252; C. 14x + 7y ? 252 D. 14x + 7y ? 252
Find all solutions to the equation. Express your answer in degrees.sec2 t + 2 tan t = 0
A. 135° + 180°? n B. 45° + 180°? n C. 45° + 360°? n D. 135° + 90°? n