+, -, and * with decimals/floats
Fractions and Rates
Long Division
Geometry
Extra Credit
100

What are the names of the places on the left and right of the decimal?

Left: ones

Right: tenths

100

Write 20/7 as a mixed number

2 and 6/7

100

In the division problem 10/2 = 5, which is the dividend, divisor, and quotient?

dividend: 10

divisor: 2

quotient: 5

100

Name 4 quadrilaterals

Trapezoid, square, rectangle, parallelogram

100

What decimal number is equivalent to the binary number 1110?

14

200

Compute 12.34+5.7

18.04

200

Compute 1/7 + 1/3

10/21

200

Compute 237/7. You can give the answer with a remainder, if there is one

33 remainder 1 or 

33 and 1/7 or

33.142857...

200

What is the area formula for a triangle?

A = BH/2

200

Compute 2 + 54 % 26, the remainder when 2+54 is divided by 26

4

300

Compute 6.7*41

274.7

300

Fully reduce 54/81

2/3

300

Compute 20/6 as a decimal. Answers with a remainder will not count

3.3333...

300

If a circle's area is 144*pi square miles, what is its diameter?

24 miles

300
If A(x) = 3x + 2

and B(x) = x/2

What is B(A(2))?

B(A(2)) = B(3*2+2) = B(8) = 8/2 = 4

400

Compute 1.234*56.7

69.9678

400

Compute and fully reduce 3/15 + 17/45

26/45

400

Write 12/32 as a decimal

Hint: There is an easy way and a hard way to do this

.375

400
Find the area of the composite shape (Mr. Burke will draw it)

We will check together

400

Write the infinite sum 

1/1 + 1/4 + 1/9 + 1/16 + 1/25 + 1/36 + ...

using sigma notation

sum starting at i=0 to infinity of 1/i^2

500

Compute 1234.56789 * 10^2 *10^3 *10^-4 * 10^1

Move decimal right2, right3, left4, right1 --> right2:

123456.789

500

What's the probability of drawing all four aces in a row from a 52-card deck? You can answer with a multiplication problem

4/52 * 3/51 * 2/50 * 1/49

OR 

4!/P(52,4)

500

Compute 1.43/13

.11

500

Find the area of an octagon whose side lengths are all 8 inches and whose apothem (height from side to center) is 6 inches (Mr. Burke will draw it)

6*8/2 * 8 = 192 inches^2

500

McKiva's now has round tables instead of just deli counters. How many ways can 6 boys be arranged around a circular table?

Hint: 6! = 720 is not the answer

5! = 120

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