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Understanding Large numbers / Prime numbers
Order of operation / exploring thousands
Multiplying and divide decimals by multiples of 10
Basic facts and operations with decimals
Fractions
100

Write this number in expanded form:

1 985 940 

1000 000 + 900 000 + 80 000 + 5 000 + 900 + 40 

100
Write 0.08 as a fraction

8/100

100

1.98 x 1000 

1980

100

Add: 3.4 + 5.87 

9.27

100

Find an equivalent fraction to 3/4 with a denominator 24.

18/24

200

What is the value of the underlined digit (6) ?


17 950 675 949 

600 000

200
Write 7    4/1000 as a decimal 

7.007

200

0.93 x 10

9.3

200

Subtract: 12 - 7.34

4.66

200

Write 2    4/5 as an improper fraction

14/5

300

Write Two billion nine hundred fifteen million three thousand four in STANDARD FORM. 

2 915 003 004 

300

30÷(10−4)+2

7 

300

One cockroach has a mass of 1.54 g. What is the mass of 100 cockroaches in kilograms? 

154 g = 0.154 kg 

300

Multiply 8.53 x 13

110.89

300

Write 23/7 as a mixed number.

3    2/7

400

The Cookie Jar:

Maria baked a batch of cookies. She noticed something interesting about the number of cookies she made:

  • The total number of cookies is greater than 20 but less than 30.
  • The number of cookies can be divided equally into groups of 5 with no cookies left over.
  • If you were to try and divide the number of cookies equally into groups where the number of groups is a prime number (like 2, 3, 5, 7), you would only be able to do this perfectly for one of those prime numbers.

How many cookies did Maria bake?

Conclusion: The number 25 fits all the conditions. It's between 20 and 30, divisible by 5, and can only be divided equally into groups where the number of groups is a prime number (specifically 5).

400

240 ÷ (155 - 75) + 27 

30
400

10 000 marbles have a mass of 13 kg. What is the mass of one marble in grams? 

0.0013 kg = 1.3 g 

400

Teacher Fernanda wants to buy pencils to give to her students. Each pencil costs $1.82. She has 45 students. 

a)How much will she pay for all the pencils? 

b)She gave $100 to the cashier. How much was her change? 

a) 1.82 x 45 = $81.90

b) 100 - 81.90 = $18.10

400

Order these improper fractions and mixed numbers from least to greatest 

9/5  ; 11/10 ;     1   7/20

11/10      1    7/20     9/5 

500

The combination for a school locker has three numbers. Here are some clues to figure out the combination:

  • The first number is a prime number between 10 and 20.
  • The second number is also a prime number, and it's the next prime number after the first number.
  • The third number is the sum of the first two prime numbers.

What is a possible combination for the locker?

Possible Answers:

Possible combinations for the locker are:

  • 11, 13, 24
  • 13, 17, 30
  • 17, 19, 36
500

56 ÷ 7 + (6 × 7) × 5 + 4

222

500

One penny has a mass of 2.35g. What is the mass of 1001 pennies? 

2352.35g

500

Elys bought 4 t-shirts for $49.88. 

a) What was the price of one t-shirt?

b) How much would she pay for 16 t-shirts? 

a) 12.47

b) 199.52

500

Teacher Paula ate 17/12 pieces of chocolate. Ms. Elys ate 1    1/3 chocolates. Who ate more chocolate? Show your work. 


Ms. Elys ate 4/3 = 16/12.

Therefore. Paula ate more = 17/12.