Algebraic Equations
Exponent Rules
Order of Operations
Adding and Subtracting Integers
Rounding
Combining Like Terms
100
Solve for X:
X + 8 = 25
x=17
100
When you see the following expression, what is the big number called and what is the little number on top of it called?
24
Big number - base number
little number - exponent or power
100
Simplify the following expression:
62
100
Find the sum
-4 + -5
-9
100
Round to the nearest tens
256
260
100
Simplify:
2x + 8x
10x
200
Solve for X:
X-3=10
X=13
200
Simplify using the product rule:
Answer should contain ONLY positive exponents
m^4*2m^-3
2m1 or 2m
200
Simplify the following expression:
5
200
Find the difference:
-8 - (-6)
-2
200
Round to the nearest thousands
28,259
28,000
200
Simplify:
-2x + 11 + 6x
4x + 11
300
Solve for X:
4x=28
X=7
300
Simplify using the power rule:
Answer should contain ONLY positive exponents
(x^2y^-1)^2
x^4/y^2
300
Simplify:
3 + 42 * (3 + 2)
83
300
Find the sum:
-10 + 15 + 5
10
300
Round to the nearest tenths
67.720
67.7
300
Simplify:
n - 4 - 9
n - 13
400
Solve for X:
X=40
400
Simplify using the quotient rule:
Answer should contain ONLY positive exponents
m^4/(2m^4)
1/2
400
Simplify:
45
400
Find the sum:
-2 + -3 + 5
0
400
Round to the nearest hundredths
23.0368
23.04
400
Simplify:
-4n + 3(5n)
11n
500
Solve for X:
2x + 5 = 17
X=6
500
Simplify
Answer should contain ONLY positive exponents
(4m^2n^3)/(3m^4n^2)
(4n)/(3m^2)
500
Simplify:
12
500
Find the difference:
6 - (-2) - 5
3
500
Round to the nearest millions
271,156,694
271,000,000
500
Simplify:
-2(x + 4) + 5x
-8 + 3x