What is the value of 93?
9 x 9 x 9
= 81 x 9
= 729
Write in standard form:
106
1,000,000
Find the value:
45 x 100
4,500
List all the perfect squares between 10 and 50.
16, 25, 36, 49
Bill and Colin are each expecting a puzzle in the mail. Each puzzle is made with pieces that are roughly square shaped.
Bill's puzzle has 125 pieces and Colin's has 144.
Which puzzles could be square shaped, and why?
Colin's puzzle could be square shaped, because it could be 12 pieces by 12 pieces.
Bill's puzzle is not - 125 is not a perfect square.
62
Which digit is the base, and which is the exponent?
What is the value?
6 is the base.
2 is the exponent.
The value is 36. (6 x 6)
Write in exponential form:
1 billion
109
Find the value:
280 x 104
2,800,000
Draw and label a perfect square that has a width of 3 units.
- 3 units long & labelled
- 3 units wide & labelled
- "9" in the middle
A tower is made with 3 perfect squares.
The tower is made with 45 units.
Its height is 11 units.
Heights: 5, 4, 2 (Height: 11)
What is the value of (3 x 4)2?
(12)2 = 144
What is the value of 100?
1
Find the value:
2.66 x 10
26.6
Explain why 50 is not a perfect square.
There is no whole number that can be multiplied by itself to equal 50.
The closest perfect square is 72 = 49.
The next is 82 = 64.
61 is not a perfect square.
If you had to estimate it's square root, what would you estimate?
61 is in between 49 (72) and 64 (82), but it is closer to 64.
A good estimate would be between 7.6 and 7.9
Use repeated multiplication to represent:
75
7 x 7 x 7 x 7 x 7
104
10,000
Find the value:
2,023 ÷ 100
20.23
Draw it.
Radical sign.
⎷
$5,642,812 is being divided into 100 envelopes. How much money will go into each envelope?
5,642,812 ÷ 100
= 56,428.12
$56,428.12 will go into each envelope.
What is the value of:
(6 - 2)2 + (4 + 4)2
(4)2 + (8)2
= 16 + 64
= 80
Represent in repeated multiplication, exponential, and standard form:
One hundred thousand.
100,000
105
10 x 10 x 10 x 10 x 10
Find the value:
14,500,200 ÷ 103
14,500.2
Find the value:
⎷81 + ⎷121
9 + 11
= 20
Math textbooks cost $68.95.
If YRDSB wanted to buy one for each grade 7 student, and there are 10,000 grade 7 students, what would the total cost be?
68.95 x 10,000
= 689,500
The total cost of 10,000 textbooks will be $689,500.