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WorksheetsAlgebra 1 Test 2
Total questions: 42
Worksheet time: 51mins
____________________ numbers are divisible by 2.
odd
prime
composite
even
Natural Numbers are
All whole numbers greater than zero.
All numbers in the world.
Decimals only.
What is another name for natural numbers?
Counting Numbers
Integers
Decimals
The only even prime number is
1
2
4
0
If you multiply a negative number by a negative number, you will get ....
a negative number
a positive number
If you divide a positive number by a negative number, you will get...
a negative number
a positive number
-9 - -4 =
-13
-5
5
13
-28÷(-4)=?
-7
24
-32
7
(-4) x (-5) =
(a)
16 ÷ (-4) =
(a)
6 + (-8) =
(a)
(-6) + (-8) =
2
14
-2
-14
4 less than x
4-x
x-4
4x
x+4
m/8
m more than 8
8 plus m
m candies divided by 8 friends
product of m and 8
b birds are in a tree. Two leave. Then, they are doubled.
b + 2 x 2
(b - 2) x 2
b/2
b + 2
product of 35 and z
35 x z
35/z
35-z
35+z
In the expression 3p + 4, what is the word for the number 3?
term
coefficient
product
sum
Which phrase describes this expression?
6y + 4
6 times the sum of y and 4
The product of 6 and 4 times y
4 more than the sum of 6 and y
The product of 6 and y plus 4
-4x + 6y - 2
2m + 3y − 7
How many terms are there in this expression?
Three
Five
Two
One
Evaluate 3n at n = 11.
(a)
Evaluate b2 at b = 4.
(a)
Evaluate 2gh at g=3 and h=4 .
(a)
Evaluate 3a−b at a=9 and b=6 .
(a)
Classify this polynomial by its degree and number of terms: 4x3
Cubic monomial
Linear binomial
Cubic binomial
6th degree (sextic) monomial
Classify by degree of polynomial:
3x5 – 6x
Constant
Linear
Quadratic
fifth degree
−9x2y4z6 Find the degree of the monomial.
Degree: 10
Degree: 12
Degree: 6
Degree: 4
(4x - 2x3) + (5x3 - 4x + 5)
Simplify (3x4y +2x3y2−8x2y3+xy4)−(−8x4y+5x2y3)
11x4y−2x3y2−8x2y3+xy4
11x4y+2x3y2−13x2y3+xy4
11x4y−2x3y2+8x2y3−xy4
−11x4y+2x3y2−8x2y3+xy4
Find the perimeter.
39x - 7
38x + 7
39x + 7
38x -9
Find the perimeter.
5x + 2
10x + 4
10x - 4
5x - 2
Find the perimeter.
1.5x + 4.5
3x + 8
3x + 9
1.5x + 4
Find the product:
(3x + 2)(2x + 4)
Find the product.
(p − 8)2
What is the area of this rectangle?
48
8x2+14x+6
8x2+x+5
2x2+6x+8
Find the product:
(7r − 6)(7r + 6)
49r2 + 36
49r2 - 36
49r2 + 84r + 36
49r2 + 42r + 36
Find the product:
(x+1)(x2−4x−21)
x3−3x2−25x−21
x3+3x2+25x+21
−x3−3x2−25x−21
x4−3x3−25x2−21x
