Topic 1 Common Assessment Review

Order of Operations

100

4 x (2 + 4) x 6

144

200

(13 - 6) + (5 - 3) + 20

29

300

5 x 2 + (8 - 3) + 3⁴

96

400

10 x 8 + 8² + (5-2)

147

500

(6 x 2) x (4 x 4)

192

Solving Equations

100

Solving Equations

5n - 2 = 8n - 14

n = 4

200

Solving Equations

-4(-8p + 1) = -4 - 8p

p = 0

300

Solving Equations

6(6n - 2) = 8n - 40

n = -1

400

Solving Equations

5x + 5 + 4x = 4 - 3x + 6

x= 5/12    or    x= 0.41667

500

Solving Equations

-5(8n - 4) - n = - 16 - 5n

n = 1

Literal Equations

100

Solve: I=Prt for t

I/pr = t

200

Solve Ax + By = C for x

y= C-By/A

300

u = k/a 

`solve for a`

a = k/u

400

Solve 2n²= 6m for n

n = square root of 3m

500

-9x - g=-28g

solve for x

x = 3

Word Problems

100

Tom has 5 candies. His friend gives him some more. Now he has 12 candies. How many candies did his friend give him?

7 candies

200

A child's piggy bank has twice as many quarters as dimes. If there are 15 coins in total, how many dimes are there?

5 dimes

300

Jenny spent $20 buying notebooks that cost $4 each. How many notebooks did she buy?

5 notebooks

400

The sum of a number and 6 equals 17. What is the number?

The number is 11

500

A class has 30 students. There are 8 more girls than boys. How many boys are in the class?

11 boys

Sets of Real Numbers

100

These numbers can be written as fractions

Rational Numbers

200

These rational numbers are referred to as "the counting numbers" and they include 1, 2, 3,

Natural Numbers

300

Classify the number in as many sets as possible: -6

Integer, Rational, Real

400

Classify the number in as many sets as possible:

8/2

Natural, Whole, Integer, Rational, Real

500

List two examples of irrational numbers.

Pi, e, and non-perfect squares