For the polynomial function find the following: (i) Degree of the polynomial; (ii) All x intercepts; (iii) The y intercept.y = 35 - x2 + 2x
A. (i) 2
(ii) -5, -7
(iii) -35
B. (i) 2
(ii) 5, -7
(iii) -35
C. (i) 2
(ii) 7, 5
(iii) 35
D. (i) 2
(ii) 7, -5
(iii) 35
Answer: D
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Solve the problem.Given that (p ? q) ? ~p is true, what can you conclude about the truth values of p and q?
A. q is true B. p and q can have any truth values C. p is true D. At least one of p and q is true
Solve the problem.The city park district is planning on sodding the outfield of the little league baseball field. Thedistance from home plate to the outer edge of the infield is 70.00 ft. The angle between the outer edge of the first and third baselines is 90°, and the radius of the sector is 315.0 ft. Determine the area of the outfield.
A. 306,800 ft2 B. 4,460,000 ft2 C. 77,930 ft2 D. 73,030 ft2
Evaluate the integral.
A. 
e-x sin 3x - 
e-x cos 3x + C
B. 
e-x cos 3x - 
e-x sin 3x + C
C. 
e-x sin 3x + C
D. 
e-x sin 3x - 
e-x cos 3x + C
Solve the equation.
= 
- 
A. {6} B. {3} C. no real solution D. {3, 6}