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Question 1 of 44
1. Question
Question 1a
Use the rules of divisibility to tell if 35,100 is divisible by 3?
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Question 2 of 44
2. Question
Question 1b
Use the rules of divisibility to tell if 35,100 is divisible by 5?
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Question 3 of 44
3. Question
Question 2
Divide (round the answer to two decimal places):
\[\frac{932.54}{25}\]
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Question 4 of 44
4. Question
Question 3a
Simplify mentally:
4,532 รท 100
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Question 5 of 44
5. Question
Question 3b
Simplify mentally:
0.876 x 100
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Question 6 of 44
6. Question
Question 4
Write \[\frac{3}{7}\] as a fraction with a denominator of 28.
Directions: Use the / for fractions. (ex. 2/3)
Example:Name Input this: To get this: Fraction 3/5 \[\frac{3}{5}\] Negative Fraction -3/5 \[-\frac{3}{5}\] Improper Fraction 11/6 \[\frac{11}{6}\] Mixed Number 1 3/5 (there is a space between the 1 and the 3) \[1\frac{3}{5}\] -
Question 7 of 44
7. Question
Question 5
Write \[\frac{540}{1500}\] as a product of prime factors and simplify.
Directions: Use the / for fractions. (ex. 2/3)
Example:Name Input this: To get this: Fraction 3/5 \[\frac{3}{5}\] Negative Fraction -3/5 \[-\frac{3}{5}\] Improper Fraction 11/6 \[\frac{11}{6}\] Mixed Number 1 3/5 (there is a space between the 1 and the 3) \[1\frac{3}{5}\] -
Question 8 of 44
8. Question
Question 6
Use words to write the number 6432.967.
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Question 9 of 44
9. Question
Question 7
The average score of five students on a math test was 88.2. If the first student scored 85, the second student scored 90, and the third student scored 86, what was the score of the fourth student?
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Question 10 of 44
10. Question
Question 8
What number is \[\frac{4}{9}\] of 810?
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Question 11 of 44
11. Question
Question 9
Write \[\frac{89}{11}\] as a mixed number.
Directions: Use the / for fractions. (ex. 2/3)
Example:Name Input this: To get this: Fraction 3/5 \[\frac{3}{5}\] Negative Fraction -3/5 \[-\frac{3}{5}\] Improper Fraction 11/6 \[\frac{11}{6}\] Mixed Number 1 3/5 (there is a space between the 1 and the 3) \[1\frac{3}{5}\] -
Question 12 of 44
12. Question
Question 10
Find the least common multiple of 12, 18, and 30.
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Question 13 of 44
13. Question
Question 11
Simplify:\[5\frac{2}{3}\times 2\frac{1}{4}\div3\frac{1}{2}\div2\frac{3}{8}\]
Directions: Use the / for fractions. (ex. 2/3)
Example:Name Input this: To get this: Fraction 3/5 \[\frac{3}{5}\] Negative Fraction -3/5 \[-\frac{3}{5}\] Improper Fraction 11/6 \[\frac{11}{6}\] Mixed Number 1 3/5 (there is a space between the 1 and the 3) \[1\frac{3}{5}\] -
Question 14 of 44
14. Question
Question 12
Convert 800 square inches to square feet using four unit multipliers.
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square feet
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Question 15 of 44
15. Question
Question 13
Ella hid candies in bunches of 15. In all, she hid 360 bunches. How many candies did she hide in all?
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candies
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Question 16 of 44
16. Question
Question 14
Simplify: 1245.76 – 89.32
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Question 17 of 44
17. Question
Question 15
What decimal part of 720 is 90?
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Question 18 of 44
18. Question
Question 16
Michael’s bike ride covered the first 36 miles in 3 hours. He then increased the speed by 6 miles per hour. If the total distance of the trip was 90 miles, how long did it take to finish the trip?
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hours
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Question 19 of 44
19. Question
Question 17
Solve: \[\frac{3}{8}\div\frac{5}{12} = \frac{x}{2}\]
Directions: Use the / for fractions. (ex. 2/3)
Example:Name Input this: To get this: Fraction 3/5 \[\frac{3}{5}\] Negative Fraction -3/5 \[-\frac{3}{5}\] Improper Fraction 11/6 \[\frac{11}{6}\] Mixed Number 1 3/5 (there is a space between the 1 and the 3) \[1\frac{3}{5}\] -
x =
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Question 20 of 44
20. Question
Question 18a
Complete the table. Begin by inserting the reference numbers.
Fraction Decimal: Percent: a b 72 Directions: Use the / for fractions. (ex. 2/3)
Example:Name Input this: To get this: Fraction 3/5 \[\frac{3}{5}\] Negative Fraction -3/5 \[-\frac{3}{5}\] Improper Fraction 11/6 \[\frac{11}{6}\] Mixed Number 1 3/5 (there is a space between the 1 and the 3) \[1\frac{3}{5}\] -
a =
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Question 21 of 44
21. Question
Question 18b
Complete the table. Begin by inserting the reference numbers.
Fraction Decimal: Percent: a b 72 -
b =
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Question 22 of 44
22. Question
Question 20
Round 0.0007862 to the nearest millionth and write the rounded number in scientific notation.
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Question 23 of 44
23. Question
Question 21
Simplify: 382.7 x 0.0028
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Question 24 of 44
24. Question
Question 22
The ratio of coffee drinkers to tea drinkers was 4 to 3. If 1800 were coffee drinkers, how many were there in all?
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people
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Question 25 of 44
25. Question
Question 23
What number is 200 percent of 120?
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Question 26 of 44
26. Question
Question 24
During the thunderstorm, the number of birds in the park increased by 180 percent. If there were 1200 birds in the park before the storm, how many birds were there after the storm?
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birds
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Question 27 of 44
27. Question
Question 25
Simplify: \[3(4 + 2) – 5(3 – 1) + 2(\frac{6}{3})\]
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Question 28 of 44
28. Question
Question 26a
Find the volume of a rectangular solid whose length, width, and height measure 8 inches, 6 inches, and 4 inches, respectively.
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Volume = in3
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Question 29 of 44
29. Question
Question 26b
Find the surface area of a rectangular solid whose length, width, and height measure 8 inches, 6 inches, and 4 inches, respectively.
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Surface area = in2
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Question 30 of 44
30. Question
Question 27
Use the method of cut and try to find \[\sqrt{7}\] to one decimal place.
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Question 31 of 44
31. Question
Question 28
A number was multiplied by 6 and increased by 12. If the final result was 90, what was the number?
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Question 32 of 44
32. Question
Question 29
Twice a number is 15 more than the sum of the number and 8. What is the number?
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Question 33 of 44
33. Question
Question 30
If 3y + 5 = 14, what is the value of 2y – 3?
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2y -3 =
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Question 34 of 44
34. Question
Question 31
Simplify by adding like terms:: \[7x^{2y} – 3xy + 2x^{2y} + 5xy\]
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Question 35 of 44
35. Question
Question 32
Use the distributive property to multiply: \[4 (2a^{2b} – 3ab + 5b)\]
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Question 36 of 44
36. Question
Question 33
Simplify: \[a^{3} b^{2} ba^{2} a^{2} a^{2}\]
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Question 37 of 44
37. Question
Question 34
Write the Roman numeral for 38.
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Question 38 of 44
38. Question
Question 35
If John invested $8000 in a mutual fund at 8 percent interest compounded annually, how much money would he have at the end of 3 years?
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$
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Question 39 of 44
39. Question
Question 36
Solve: 5x + 3 – 2x – 4 = 2x + 5
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x =
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Question 40 of 44
40. Question
Question 37
A single die is rolled three times. What is the probability that the first roll will be a 4, the second roll will be a 1, and the third roll will be a 5?
Directions: Use the / for fractions. (ex. 2/3)
Example:Name Input this: To get this: Fraction 3/5 \[\frac{3}{5}\] Negative Fraction -3/5 \[-\frac{3}{5}\] Improper Fraction 11/6 \[\frac{11}{6}\] Mixed Number 1 3/5 (there is a space between the 1 and the 3) \[1\frac{3}{5}\] -
Question 41 of 44
41. Question
Question 38
Write 28 (base 10) using base 2 numerals.
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Question 42 of 44
42. Question
Question 39a
Direction: Find the graph the shows the given coordinate plotted correctly.
(-5,3)
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Question 43 of 44
43. Question
Question 39b
Direction: Find the graph the shows the given coordinate plotted correctly.
(3,4)
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Question 44 of 44
44. Question
Question 40
-c – (p -c) if p = -5 and c = 2