MC (TCO
5)
Conver
t 0.65
s to
ps.(7
points)
Week 13, Final
Attempt 3(Current
Exam)
6.5 ps
650 ps
6.5 x 105
ps
6.5 x 106
ps
Instructor Explanation:Washington, pages 16–35
MC (TCO 5) Determine the value
...
MC (TCO
5)
Conver
t 0.65
s to
ps.(7
points)
Week 13, Final
Attempt 3(Current
Exam)
6.5 ps
650 ps
6.5 x 105
ps
6.5 x 106
ps
Instructor Explanation:Washington, pages 16–35
MC (TCO 5) Determine the value for (6.5 x 103
)(5.3 x 10-8) in engineering
notation. (7 points)
Week 13,
Final
Attempt
3(Current
Exam)
0.3445 x 10-3
3.445 x 10-4
34.45 x 10 -5
3.445 x 1011
Instructor Explanation:Washington, pages 16–35
MC (TCO 5) Simplify .(7 points) Week 13,
Final
Attempt
3(Current
Exam)
Instructor Explanation:Washington, pages 16–35
MC (TCO 5) Simplify -3 < x < 9. (7 points) Week 13,
Final
Attempt
3(Current
Exam)
Instructor Explanation:Washington, pages 16–35
MC (TCO 5) Simplify . (7 points) Week 13,
Final
Attempt
3(Current
Exam)
xy
Instructor Explanation:Washington, pages 16–35
MC (TCO 5) Solve for x given -10x – 5 + 4x = -4x + 3.(7 points) Week 13,
Final
Attempt
3(Current
Exam)
-4
4/9
4
9/4
Instructor Explanation:Washington, pages 16–35
MC (TCO 5) Solve for x and y
given:
2x – y = 5
5x + 2y = 8 (7 points)
Week 13,
Final
Attempt
3(Current
Exam)
x = 1, y = -2
x = -1, y = 2
x = 2, y = -1
x = -1, y = 2
Instructor Explanation:Washington, pages 16–35
MC (TCO 5) If someone bowls 152 and 174 in their first two games, what must they
bowl in the third game to have an average of 160 for all three games?(7 points)
Week 13,
Final
Attempt
3(Current
Exam)
144
154
164
174
Instructor Explanation:Washington, pages 16–35
MC (TCO 5) Find a number such that three-fourths of the number is larger by 4
than two-thirds of that number.(7 points)
Week 13,
Final
Attempt
3(Current
Exam)
12
24
36
48
Instructor Explanation:Washington, pages 16–35
MC (TCO 5) According to Watt’s law, power in a circuit can be found using P = I2R.
What is the current through a 2.2 kΩ resistor that dissipates 0.5 W?(7 points)
Week 13,
Final
Attempt
3(Current
Exam)
0.227 mA
1.1 mA
4.4 mA
15.1 mA
Instructor Explanation:Washington, pages 16–35
MC (TCO 5)
Convert
log8 512 = t
to an
exponential
equation
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