For the given matrix A, find a basis for the corresponding eigenspace for the given eigenvalue.A = 
, ? = -4
A. 
B. 
C. 
D. 
Answer: C
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Solve. Round the answers as indicated.4.8x2 + 12.4x + 1.5 = 0, round to the nearest hundredth
A. 0.13 + 2.46i, 0.13 - 2.46i B. -2.46, -0.13 C. -2.46 D. 0.13, 2.46
Find the range of the function.
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Find the sum of the arithmetic series using a formula.The first 30 terms of the series whose terms are an = 10 - 4n
A. S30 = -3120 B. S30 = -1460 C. S30 = -1560 D. S30 = -1760
Find the minimum spanning tree for the of the graph.
?
?
Where 
?
A. The sum of the numbers associated with the edges of the minimum spanning tree is 196 B. The sum of the numbers associated with the edges of the minimum spanning tree is 202 C. The sum of the numbers associated with the edges of the minimum spanning tree is 127 D. The sum of the numbers associated with the edges of the minimum spanning tree is 136 E. The sum of the numbers associated with the edges of the minimum spanning tree is 133