Algebra Foundations 1.1

Multi-Step Equation

100

Solve. 

x - 5 = 8

x = 13

250

Solve.

5g = 20

g = 4

500

Solve.  

x + 122 + 92 + 76 = 360

x = 70

750

DOUBLE JEOPARDY!!! (Minimum Wager is 5 Points)

Solve

(3/2) + t = (1/2)

t = -1

1000

Solve.

b - (3/16) = (5/16)

b = (1/2)

Math Proficiency

100

Solve.

-5 + (-2)

-7

250

Solve.

-5 - (-7)

2

500

Solve

4 * (-25)

-100

750

Solve.

(225)/(-5)

-45

1000

Solve.

-3 + 5 -(-5) + 3 - 10

0

Algebraic Expressions

100

What is the equation?

Take away 4 from 8 times n

8n - 4

250

Translate the expression into an equation.

Seven fewer than eight times a number, n.  

8n - 7

500

Translate the following algebraic expression:

Four times the difference between a number,n, and seven.

4 (n - 7)

750

A retail worker earns fifteen dollars per hour plus a weekly bonus of fifty dollars. Choose the algebraic expression that represents finding the worker's weekly pay.

50h + 50

1000

DOUBLE JEOPARDY!!!

The crowd was fifty more than twice the amount of people (p) that attended last year. Choose the algebraic expression that represents the number of people in the crowd.

50 + 2p

or

2p + 50

Variables On Either Side

100

Solve for u.

-8u + 3 = 2u - 17

u = 2

250

Solve for w.

6w + 3 - 10w = 7w - 8

w = 1

500

DOUBLE JEOPARDY!!! (Minimum Bid is 5 POINTS)

9(k - 2) = 3(k + 4)

k = 5

750

How many solutions does this equations have? (None, One, or Infinitely Many).

5(2f + 3) = 2(5f - 1)

NO SOLUTION

1000

How many solutions does this equations have? (None, One, or Infinitely Many).

3(k +1) + 11k = 2(4 + 5k) + 3

k = 2

ONE SOLUTION

FINAL JEOPARDY QUESTION

1000

FINAL JEOPARDY(Bid from 0 to MAX POINTS)

TRUE/FALSE

The answer for the equation below is NO SOLUTION

4(5p + 7) - 4p = 6(5 +3p) - 2(p + 1)

FALSE

ANSWER: ALL REAL NUMBERS