What is the positive square root of 25?
5
What is the cube root of 27?
3
What two numbers does the square root of 14 fall between?
A. 1 and 2
B. 2 and 3
C. 3 and 4
D. 5 and 6
C. 3 and 4 because it is approximately 3.7
solve for x.
x2=49
x=7
The area of a square shaped yard is 25 ft2.
What is the length of one of the sides?
Side length would be 5ft.
What is the positive AND negative square root of 121?
11 and -11
What is the cube root of 8?
2
What two numbers will the cube root of 89 fall between?
A. 4 and 5
B. 5 and 6
C. 6 and 7
D. 7 and 8
A. 4 and 5 because it is approximately 4.5.
Solve for x.
x3=1728
x=12
Jacob is buying a rubix cube. If the volume of the cube is 27 cm3, what would be the height of the cube? (a side length)
The height of the cube would be 3 cm.
Find the square root of 78?
Round to the nearest hundredth.
8.83
Find the cube root of 890?
Round to the nearest hundredth.
9.62
Which of the points on the number line could represent the square root of 20?
(look at number line)
Point K because the square root of 20 is approximately 4.5.
Solve for x.
x3+12=524
x=8
If the side length of a square is 3x, and the area of the square is 36, solve for x.
x=2
85 is a root of what perfect square?
7225
25 is a root of what perfect cube?
15,625
Which of the points on the number line could represent the square root of 16?
(look at the number line)
Point G because the square root of 16 is 4 AND -4.
solve for x
-3x3+14=-67
x=3
A square decorative tile has an area of 121 cm2. What is the length and width of the tile?
length=11 cm
width=11cm
What is the square root of 196-1
1/14 or 14-1
What is the cube root of 4096-1
1/16 or 16-1
Could the square root of 35 fall between 6 and 8?
NO because the square root of 35 is approximately 5.9. So it would fall between 5 and 6.
Solve for x.
x(x+4)-3=4(x+19.5)
x=9
Katie is buying cube shaped blocks to add to her shelf of decorations. She needs the dimensions of the cube to be less than 4 inches along each edge. Which of the following would work according to the size she needs?
A. cubes with a volume of 27 in3
B. Cubes with a volume of 64 in3
C. Cubes with a volume of 125 in3
D. Both A and B would work
A. because 43 = 64 in3
The volume of the cube need to be LESS than 64.