Interactive multiple-choice quiz: الوحدة الثانية ريفيل: Real Numbers
This exercise focuses on writing fractions as decimals and determining their type. It specifically asks for the decimal equivalent of a negative fraction with a repeating pattern.
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اختبار شهادة تدريبي مؤقت للصف والمادة والفصل نفسه.
اختر إجابة واحدة لكل سؤال. عند الاختيار ستظهر النتيجة فورًا: الأخضر صحيح، والأحمر خطأ، وسيظهر تفسير الإجابة مباشرة إن كان متوفرًا. وبعد آخر سؤال ستظهر الدرجة النهائية تلقائيًا.
Write $-\frac{2}{9}$ as a decimal. Which decimal is equivalent to $-\frac{2}{9}$?
Explanation
To convert $-\frac{2}{9}$ to a decimal, divide 2 by 9. $2 \div 9 = 0.222...$, which is a repeating decimal represented as $0.\bar{2}$. Since the fraction is negative, the result is $-0.\bar{2}$.
Question 3
Points: 10
Is the decimal -0.overline{2} terminating or repeating?
Question 4
Points: 10
Write 4frac{13}{25} as a decimal.
Question 5
Points: 10
Is the decimal 4.52 terminating or repeating?
Question 6
Points: 10
Write -0.overline{7} as a fraction in simplest form.
Question 7
Points: 10
Write 1.overline{42} as a mixed number in simplest form.
Question 8
Points: 10
At hockey practice, Ajay saved 73 out of 126 shots on goal. At this rate, about how many saves would he make out of 200 shots?
Question 9
Points: 10
Write $-\frac{11}{16}$ in decimal form and classify the decimal.
Question 10
Points: 10
Write $\frac{5}{33}$ in decimal form and classify the decimal.
Question 11
Points: 10
Write 4frac{3}{8} in decimal form and classify the decimal.
Question 12
Points: 10
Write -9frac{11}{30} in decimal form and classify the decimal.
Question 13
Points: 10
Write 0.overline{8} as a fraction in simplest form.
Question 14
Points: 10
Write -0.overline{18} as a fraction in simplest form.
Question 15
Points: 10
Write -1.overline{5} as a mixed number in simplest form.
Question 16
Points: 10
Write 4.overline{45} as a mixed number in simplest form.
Question 17
Points: 10
One pint is about $\frac{5}{9}$ liter. Write $\frac{5}{9}$ as a decimal.
Question 18
Points: 10
Phoebe won $\frac{7}{16}$ of the competitions she entered. Write $\frac{7}{16}$ as a decimal.
Question 19
Points: 10
Write 5.overline{6} as a mixed number in simplest form.
Question 20
Points: 10
Simplify $\sqrt{225}$.
Question 21
Points: 10
Simplify pmsqrt{1.44}.
Question 22
Points: 10
Simplify $-\sqrt{\frac{49}{64}}$.
Question 23
Points: 10
Simplify $\sqrt{-81}$ using rational numbers. If it cannot be simplified, choose the correct explanation.
Question 24
Points: 10
Solve y2=256.
Question 25
Points: 10
Simplify $\sqrt[3]{216}$.
Question 26
Points: 10
Simplify $\sqrt[3]{-1000}$.
Question 27
Points: 10
A cube-shaped box has a volume of $\frac{512}{27}$ cubic inches. Solve $s^3=\frac{512}{27}$ to find the side length s.
Question 28
Points: 10
Three equal-sized square windows are arranged in a row. Their total area is 108 square feet. What is the total length of the three windows?
Question 29
Points: 10
Simplify $\sqrt{361}$.
Question 30
Points: 10
Simplify pmsqrt{1.96}.
Question 31
Points: 10
Simplify $-\sqrt{\frac{9}{16}}$.
Question 32
Points: 10
Simplify $\sqrt{-441}$ using real numbers.
Question 33
Points: 10
Solve m2=0.04.
Question 34
Points: 10
Simplify $\sqrt[3]{343}$.
Question 35
Points: 10
Simplify $\sqrt[3]{512}$.
Question 36
Points: 10
A cube-shaped fountain basin has a volume of 91.125 cubic feet. Solve s3=91.125 to find its side length.
Question 37
Points: 10
Moesha wants to arrange 196 pepper plants in a square formation. How many plants should she place in each row?
Question 38
Points: 10
Determine whether $-\frac{2}{9}$ is rational or irrational.
Question 39
Points: 10
To which set of numbers does $\frac{21}{\sqrt{4}}$ belong?
Question 40
Points: 10
Select the option that lists all sets to which $-\sqrt{64}$ belongs.
Question 41
Points: 10
To which set of numbers does pi belong?
Question 42
Points: 10
Determine whether the statement is true or false: All whole numbers are natural numbers.
Question 43
Points: 10
Which choice correctly justifies whether all whole numbers are natural numbers?
Question 44
Points: 10
Determine whether the statement is true or false: All natural numbers are whole numbers.
Question 45
Points: 10
Which choice correctly justifies whether all natural numbers are whole numbers?
Question 46
Points: 10
Determine whether $-\sqrt{10}$ is rational or irrational.
Question 47
Points: 10
Determine whether $-\frac{3}{11}$ is rational or irrational.
Question 48
Points: 10
Determine whether 0.overline{3} is rational or irrational.
Question 49
Points: 10
Determine whether $\sqrt{81}$ is rational or irrational.
Question 50
Points: 10
Determine whether 0 is rational or irrational.
Question 51
Points: 10
Determine whether $\frac{\sqrt{2}}{2}$ is rational or irrational.
Question 52
Points: 10
Determine whether $\sqrt{7}$ is rational or irrational.
Question 53
Points: 10
Determine whether $\frac{\sqrt{2}}{\sqrt{2}}$ is rational or irrational.
Question 54
Points: 10
Select the option that lists all sets to which $\sqrt[3]{343}$ belongs.
Question 55
Points: 10
Determine the number set to which $\frac{7}{\sqrt{2}}$ belongs.
Question 56
Points: 10
Select the option that lists all sets to which $\frac{-7}{1}$ belongs.
Question 57
Points: 10
Determine whether the statement is true or false: A number cannot be both irrational and an integer.
Question 58
Points: 10
Determine whether the statement is true or false: All integers are rational numbers.
Question 59
Points: 10
Estimate $\sqrt{135}$ to the nearest integer.
Question 60
Points: 10
Estimate $\sqrt{106}$ to the nearest tenth.
Question 61
Points: 10
Estimate $\sqrt[3]{51}$ to the nearest integer.
Question 62
Points: 10
Tobias drops a tennis ball from a height of 60 feet. The fall time is 0.25sqrt{60} seconds. Truncate $\sqrt{60}$ to the tenths place, then find the time.
Question 63
Points: 10
A Little League base is a square with side length 14 inches. Use $\sqrt{s^2+s^2}$ to estimate its diagonal length to the nearest inch.
Question 64
Points: 10
Estimate $\sqrt{125}$ to the nearest integer.
Question 65
Points: 10
Estimate $\sqrt{55}$ to the nearest integer.
Question 66
Points: 10
Estimate $\sqrt[3]{70}$ to the nearest integer.
Question 67
Points: 10
Estimate $\sqrt[3]{923}$ to the nearest integer.
Question 68
Points: 10
Estimate $\sqrt{296}$ to the nearest tenth.
Question 69
Points: 10
Estimate $\sqrt{5}$ to the nearest tenth.
Question 70
Points: 10
Estimate $\sqrt{11}$ to the nearest tenth.
Question 71
Points: 10
Estimate $\sqrt{62}$ to the nearest tenth.
Question 72
Points: 10
The formula $s=\sqrt{18d}$ gives speed s for stopping distance d. If d=25 feet, estimate s by truncating $\sqrt{18d}$ to the tenths place.
Question 73
Points: 10
A square has an area of 32 square feet. Estimate its side length to the nearest whole number.
Question 74
Points: 10
Which symbol makes $\frac{\sqrt{25}}{2};square;\sqrt{6.25}$ a true statement?
Question 75
Points: 10
Which graph correctly plots $\frac{\sqrt{25}}{2}$ and $\sqrt{6.25}$ on a number line?
Question 76
Points: 10
Which symbol makes $-\sqrt{5};square;-210\%$ a true statement?
Question 77
Points: 10
Which graph correctly plots $-\sqrt{5}$ and $-210\%$ on a number line?
Question 78
Points: 10
Order the set $\left{\sqrt{3},\frac{pi}{2},160\%,1.3overline{5}
ight}$ from least to greatest.
Question 79
Points: 10
Which graph correctly plots 1.3overline{5}, $\frac{pi}{2}$, $160\%$, and $\sqrt{3}$ on a number line?
Question 80
Points: 10
Player 1 reached base 15 \times in 21 attempts, Player 2 reached base 14 \times in 19 attempts, and Player 3 had an on-base rate of $72.5\%$. Which player had the greatest on-base statistic?
Question 81
Points: 10
The fall time from a height of d feet is $\frac{\sqrt{d}}{4}$ seconds. Aiden drops a ball from 50 feet while Mason drops one from 20 feet. How much longer does Aiden's ball take? Round to the nearest hundredth.
Question 82
Points: 10
Complete the statement using <, >, or =: $\sqrt{11};square;3frac{2}{3}$.
Question 83
Points: 10
Complete the statement using <, >, or =: $\sqrt{3};square;\sqrt{\frac{10}{2}}$.
Question 84
Points: 10
Complete the statement using <, >, or =: $-pi^2;square;-\sqrt{93}$.
Question 85
Points: 10
Complete the statement using <, >, or =: $-\sqrt{12};square;-320\%$.
Question 86
Points: 10
Order the set $\left{3frac{1}{2},\frac{10}{3},pi,\sqrt{13}
ight}$ from least to greatest.
Question 87
Points: 10
Player 1 made $\frac{7}{9}$ of the foul shots, Player 2 made $72\%$, and Player 3 made 8 out of 10. Which player had the greatest statistic?
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