Solve the initial value problem.
= 9; y "(0) = 3, y '(0) = 4, y(0) = 5
A. y = 
x3 + 
x2 + 4x + 5
B. y = 5
C. y = 3x3 + 
x2 + 4x + 5
D. y = 
x3 - 
x2 + 4
Answer: A
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Solve the system by graphing on a calculator. Round to the nearest hundredth if necessary.x2 - y2 = 7.82x = 2y - 5
A. {(-6.31, -5.65), (2.97, -1.01)} B. {(-2.97, -1.01), (6.31, -5.65)} C. {(-2.97, 1.01), (6.31, 5.65)} D. {(-6.31, 5.65), (2.97, 1.01)}
Solve the following system by any appropriate method. If there is no real number solution, so state.x2 + 2y2 = 2x2 - 2y2 = 8
A. (
, 
), (-
, -
)
B. (
, 
), (
, -
), (-
, 
), (-
, -
)
C. (
, 
), (
, -
)
D. no solution
Solve the system by the addition method.
A. {(0, 1)}
B. {(x, y) 
}
C. {(1, 0)}
D. ?
Decompose v into two vectors v1 and v2, where v1 is parallel to w and v2 is orthogonal to w.v = -3i + 5j,
w = 2i + j
A. v1 = - 
i - 
j, v2 = 
i + 
j
B. v1 = - 
i - 
j, v2 = - 
i + 
j
C. v1 = - 
i - 
j, v2 = - 
i + 
j
D. v1 = - 
i - 
j, v2 = - 
i + 
j