Find all real zeros of the polynomial 
and determine the multiplicity of each.
a. x = 0, multiplicity 2; x = -7, multiplicity 1; x = -1 multiplicity 1
b. x = 7, multiplicity 2; x = -1, multiplicity 2
c. x = 0, multiplicity 2; x = 7, multiplicity 1; x = -1 multiplicity 1
d. x = -7, multiplicity 2; x = 1, multiplicity 2
e. x = 0, multiplicity 1; x = 7, multiplicity 1; x = -7 multiplicity ; x = 1 multiplicity
a. x = 0, multiplicity 2; x = -7, multiplicity 1; x = -1 multiplicity 1
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Multiply.(n - 6)(n - 7)
A. n2 - 13n - 13 B. n2 - 16n + 42 C. n2 + 42 D. n2 - 13n + 42
Sketch trajectories of solutions of z? = Az given the eigenvalues and associated eigenvectors of A. Classify the origin and assess its stability.
Solve the logarithmic equation.log7x = -2
A. 
B. 128
C. 
D. 49
Add and subtract as indicated. Simplify and leave the numerator and denominator in your answer in factored form.
+ 
- 
A. 
B. 
C. 
D. 