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You can create printable tests and worksheets from these Grade 10 Arithmetic and Number Concepts questions! Select one or more questions using the checkboxes above each question. Then click the add selected questions to a test button before moving to another page.

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$(6.1 xx 10 ^5) (4 xx 10 ^-9)$ Perform the indicated computation, write your answer in scientific notation.
1. $2.44$
2. $2.44 xx 10 ^ 3$
3. $2.44 xx 10 ^ -3$
4. $2.44 xx 10 ^14$
$(6.9 xx 10^8)/(3 xx 10^5)$

Perform the indicated computations. Write the answers in scientific notation.
1. $2.3 xx 10 ^3$
2. $2.3 xx 10^13$
3. $2.3 xx 10^-3$
4. $2.3 xx 10^4$
Given: $|(x + 5)/3| - 3 > 6$
Find all solutions to x.
1. $x>22 or x<-32$
2. $x>32 or x<-22$
3. $x > 16 or x < -26$
4. $x>26 or x<-16$
Given: $1/11|2x - 4| + 10 <= 11$
Find all solutions for x.
1. $-53.5 <= x <= 57.5$
2. $-57.5 <= x <= 53.5$
3. $-7/2 <= x <= 15/2$
4. $-15/2 <= x <= 7/2$
Select the solutions of $|2x - 3| - 8 = -5$.
1. x = 0, x = - 2
2. x = 0, x = 2
3. x = - 2, x = 2
4. x = 0, x = 3
Solve for x:

$|8 + 4x| = -12$
1. no solution
2. -5
3. 1
4. 1 or -5
Which absolute value function has a graph that contains (-2, -1), (0,0), and (2, -1)?
1. y = 2 times the absolute value of x.
2. y = 1/2 times the absolute value of x.
3. y = -1/2 times the absolute value of x.
4. y = -2 times the absolute value of x.
Solve the absolute value equation.
$| 4x - 2 | - 6 = 20$
1. x = 4, x = -4
2. x = 2, x = -2
3. x = 6, x = -7
4. x = -6, x = 7
Solve for x:

$|x - 13| = 21$
1. {34, -8}
2. {34,8}
3. {-34, -8}
4. no solution
Solve the absolute value equation.
$| 5x + 12 | = - 53$
1. $x= 8.2, -13$
2. $x= -8.2, 13$
3. $x= 41/5, 13$
4. $"No solution"$
Solve. $abs(6w+3)=9$
1. {-2, 1}
2. {-1, 2}
3. 2
4. 1
Solve the equation.

$abs(3z-3)=9$
1. $"No Solution"$
2. ${-4,2}$
3. ${4,2}$
4. ${4,-2}$
If $m/p =2/3$, what can you conclude?
1. $3m=2p$
2. $2m=3p$
3. $mp=6$
4. $m+p=5$
Solve. $abs(8-4x)=40$