The Basics
Variables
Real Numbers
Word Problems
Random
100

0.222 mutiplied by 11.1

2.4642

100

5x + 3y + 2z +5y + 6z + 11x

16x + 8y + 8z

100

3.7 - 4.2 + (-2.3) + 0 + 6.4 - 12.8

-9.2

100

Two numbers differ by 57. Their sum is 185. Find the number.

Smaller = 64, Larger = 121

100

Graph x = 2 and y = 5

_______________

200

three fifths + four ninths + two fourty-fifths

fourty-nine fourty-fifths

200

A.) 2x + 8 = 26

B.) x * x + 7 = 32

A.) 9

B.) 5

200

6 and a half + 4 and a third + 1 and a half + 2 thirds

13

200

A clown weighs 60 lbs. more than the juggler. The juggler weighs two thirds as much as the clown. How much does each weigh?

Clown = 180 lbs., Juggler = 120 lbs.

200

Fill in the blank with <, >, or =.

Absolute value of -6 + 2 ____ 5 + the absolute value of -1

8 > 6

300
0.0056 + 2.3 + 18.232 + 9.41

20.5376

300

Solve a + b if a = x in the equation: x - 5 -1 = 9 + 2 and b = y in the equation: 8 - 7 = y + 4

14

300

Absolute value of -2.1 + (-(-2.75)) + 8(absolute value of -7 + 6)

108.85

300

The height of the flagpole is three fourths the height of the school. The difference in their heights is 4.5 m. What is the height of the school?

18 m

300

Daily Double!!!

Write the trajectory of the opposite of:

15 m west, 6 m north, 5 m east, 16 m south, 3 m northwest, 20 m south, 25 m northwest, 5 m east

_______________

400

seven eighths divided by fourteen sixteenths times 9 divided by 3

3

400

y(8 - x) + y(6 - x - x)

14y - 3xy

400

(a + bcd) divided by (ec) + (abcde) divided by (ab), if a = 6, b = -2, c = -3, d = 5, and e = -4

63

400

The rectangle is 15 ft. longer than it is wide and its area is 3244 ft.2 Find the length and the width of the rectangle.

Width = 12 ft., Length = 27 ft.

400

-3(1/4(12n + 1)) + 10 n + 1/2(-16(3) + 20)

n = -14

500

208.2 x 9.96 x 1.2

2488.41

500

six sevenths times (4a - 3b) - three sevenths times (8a - 6b)

0

500

A.) Formula for the perimeter of the triangle

B.) The value of x

A.) 13 + x = 18

B.) x = 5

500

Daily Double!!!

Tony has twice as much money as Alicia. She has $16 less than Ralph. Together they have $200. How much money does each have?

Ralph = $38, Tony = $108, Alicia = $54

500

Find four consecutive odd integers such that the sum of the first and the second increased by four is the product of four and the third integer.

-5, -3, -1, 1

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