when multiplying exponents with the same base, you
What is add the exponents and keep the same base
100
2 4
x times x =
What is 6
x
200
Angles on the outside of the parallel lines
What is exterior angles
200
the two angles that are not next to the exterior angle given
What is remote interior angles
200
3 - 12y = 27
What is y = -2
200
when subtracting exponents with the same base, you
What is subtract the exponents and keep the same base
200
3
x
___
1
x
What is 2
x
300
Exterior angles that line on opposite sides of the transversal line.
What is alternate exterior angles
300
If in a triangle one interior angle is 50 degrees and another interior angle is 90 degrees, what is the measurement of the third angle?
What is 35 degrees.
300
3/4X = 4
What is 16/3
300
When an exponent is negative, you
What is move it to the other side of the fraction bar and make the exponent positive
300
-2
X =
What is 1
___
2
X
400
Interior angles that lie on opposite sides of the the transversal line
What is alternate interior angles.
400
If one interior angle of a triangle is 75 degrees and another interior angle of the triangle is 60 degrees, what is the measurement of the remaining interior angle?
What is 45 degrees?
400
2/3X - 1 = 3
What is x = 6
400
When you have exponents on the outside of the parenthesis, you
What is multiply the exponents to all of the exponents on the inside of the parenthesis.
400
2
(2x) =
What is 2
4x
500
angles that are in the same position on the two parallel lines in relation to the transversal line.
What is corresponding angles.
500
If an exterior angle of a triangle is given as 90 degrees, and one of the remote interior angles is 45 degrees, what is the measurement of the remaining interior angle?
What is 45 degrees?
500
2x + 4x = 24
What is x = 4
500
When you have an exponent of zero, you
What is turn the entire base and exponent into a one.