Powers / Exponents
5 squared equals _____.
25
This is the distance between (3, 5) and (12, 5) on the coordinate plane.
You would look at the x values. They are in the same quadrant so you would subtract their absolute values.
12-3=9
10+4 x 2 -1
17
Write 3 cubed in standard form.
27
What would be the coordinates of Point S (-4, 1) if reflected across the x-axis?
The x coordinate would stay the same. The ordered pair would be (-4, -1).
Write 3 x 3 x 3 x 3 as an exponent
34
This is the distance between (-6, 2) and (-6, -8).
You would look at the y values. You would add the absolute values of -8 and 2.
8 + 2 = 10
Simplify 60÷(6+9)-3.
1
Write the exponential notation for 49.
72
What is the new coordinate if the point (3,5) is reflected across the y-axis?
The y coordinate would stay the same. The ordered pair would be (-3,5).
Write 94 in expanded form (notation).
9 x 9 x 9 x 9
You would find the absolute value and then perform this operation to find the distance between these two ordered pairs (-2, 4) and (10, 4).
You would add the absolute values.
2 x 3 -2 + 42
20
Write 43 in standard form.
64
What coordinate is opposite if a point is reflected across the x-axis?
The y coordinate.
2 to the 5th power is equal to ______.
32
This is the area of a rectangle with points the following coordinates (2, 3), (2, 9), (-6, 3), (-6, 9)
36 units2
(8 x 7) ÷ 14 - 1
3
Write 52 cubed as multiplication.
52 x 52 x 52
If a point is in Quadrant I and reflected across the y-axis, what quadrant will the new point be in?
Quadrant 2
52 + 23 is ______.
33
This is the absolute value equation you would write to find the distance between the following points: A (-12, 5) and B (-12, -23)
The absolute value of 23 plus the absolute value of 5. The distance is 28 units.
20 - [4(3 +2)]
0
What is 7 to the power of 1?
What is 6 to the power of 0?
7 and 1
What are the new coordinates if Point Q (5,9) is reflected across the y-axis?
(-5,9)