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Unit 1 Test - Real Number System HVAM

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Last updated over 2 years ago
13 questions
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8.EE.2
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8.NS.1
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8.NS.1
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8.NS.1
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8.EE.2
8.NS.1
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8.NS.2
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8.NS.2
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8.NS.2
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8.NS.2
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8.NS.2
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8.NS.1
8.NS.2
Complete all the problems. If there is an option to show your work, you may -- it is not required on this test.
You may use a calculator, notes, or any other practice problems you have taken this unit.
Question 1
1.

Question 2
2.

Question 3
3.

Question 4
4.

Evelyn has completed 5/12 of her ELA class essay. Evaluate this value as a decimal.

Question 5
5.

Express 0.\overline{8} as a fraction in simplest form.

Question 6
6.

Question 7
7.

Question 8
8.

Question 9
9.

Question 10
10.

Question 11
11.

Question 12
12.

Question 13
13.

Which of the following has a value of 24?
3^{2}+10
13+\sqrt{121}
7^{2}+10
2\sqrt{25}
Mrs. Clore's husband is building some IKEA furniture, and the table below from the instructions show the lengths of different parts. Which part letter is the longest?

Part A
Part B
Part C
Part D
Which of the following fractions would convert to a repeating decimal with a value greater than one?
14/9
5/8
13/2
2/3
Which statement is true about irrational numbers?
Some irrational numbers are natural numbers.
Irrational numbers include decimals with a repeating pattern.
The square root of every non-perfect square will be an irrational number.
Irrational numbers will never be real numbers.
The following is a list of rational numbers:
\{-12.6,\frac{11}{15},\rule{0.5cm}{0.15mm}
, 0\}
Which could be the missing number in the set?
\sqrt{105}
14.32641...
\sqrt{196}
Which is the correct classifications of the value 7\pi? (Select all that apply)
Irrational
Integer
Real
Rational
Whole
Natural
A square serving platter has an area of 100 square inches. How long is one side length of the serving platter?
10 inches
31 inches
50 inches
25 inches
Which of the following statements is incorrect?
Adrienne estimated \sqrt{140} by placing a point on the number line below. Which is true about their estimate?

Their estimate is correct; it should be halfway between 11 and 12.
Their estimate is incorrect; it should be closer to 11 than 12.
Their estimate is incorrect; it should be closer to 12 than 11.
Their estimate is incorrect; it should be slightly above 12.
Which point represents the best approximation of \sqrt{11} on the number line below?

Point A
Point B
Point C
Point D
Point E
Place the following values in descending order from top to bottom.
40/3
14.025
\sqrt{170}