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Square root and cube roots
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What is different about solving a real life square root problem compared to when we just solve for x?
You can only have positive values in real life examples.
Explain why we have to put +/- in our answer when solving square roots but not cube roots.
a negative squared or a positive squared will always give you a positive number.
Find the length of each side of a square with an area of 121 in²
11 in
Find the length of each side of a square with an area of 225 in²
15 in
Find the length of each side of a square with an area of 49 ft²
7 ft
Find the length of each side of a square with an area of 196 ft²
14 ft
Find the length of each side of a cube with a volume of 1331 ft³
11 ft
Find the length of each side of a cube with a volume of 343 in³
7 in
Find the length of each side of a cube with a volume of 125 ft³
5ft.
Find the value of x. x³= 2744
14
Find the value of x. x³= 512
8
Find the value of x. x² = 289
+ 17, -17
Find the value of x. x² = 225
+15, -15
Find the value of x. x² = 169
+13, -13
Find the value of x. x² = 144
+ 12, -12
Find the value of x. x² = 121
+11, -11
Find the value of x. x² = 25
+5, -5
Find the value of x. x² = 16
+ 4, -4
Find the value of x. x² = 9
+ 3, -3
Find the value of x. x² = 1
+1, -1
Cube roots and numbers raised to the 3rd power are ______
inverses
Square roots and numbers raised to the 2nd power are ________
Inverses