
Mixed Practice Test 3.3 Review: Why did the Teacher?
Presentation
•
Mathematics
•
7th Grade
•
Practice Problem
•
Medium
Alice Breazeale
Used 3+ times
FREE Resource
0 Slides • 30 Questions
1
Multiple Choice
How could you write this problem as an inequality?
5.25g + 4 < 25
5.25 + 4g > 25
5.25g + 4 > 25
5.25 + 4g < 25
2
Multiple Choice
Why did the teacher subtract 5.25 from 25.00?
To find out how much change Craig would receive after shopping.
3
Multiple Choice
Why did the teacher divide 19.75 by 4?
To find determine the greatest number of games that can be played
4
Multiple Choice
Why is the answer 4 and not 5?
4.9375 rounds to 4
Craig does not have enough money for 5 games.
5
Multiple Choice
Why did the teacher flip the sign?
It changes the direction of the inequality and flips the relationship over zero on the number line.
The teacher likes the greater than sign more than the less than sign.
6
Multiple Choice
Which phrase in the problem led the teacher to use the greater than sign (>) instead of the less than sign (<)?
earns $125
earns an additional $5
c is the number of pieces of furniture Mrs. Kimbel sells
7
Multiple Choice
Why didn't the teacher combine 11w and -6 to equal -5w?
Because 11w and -6 do not get along
8
Multiple Choice
Why did the teacher calculate −8×−3=24 instead of −8×−3=−24 ?
The teacher wanted to confuse the students by including multiple negative signs.
when multiplying two negative numbers, the negative signs cancel each other out, resulting in a positive product.
9
Multiple Choice
Which is an example of the distributive property?
a + b = b + c
(a + b) + c = a + (b + c)
a + 0 = a
a(b + c) = ab + ac
10
Multiple Choice
What is another way the teacher could have written the expression (− ⋅ 3x)+(− ⋅ 8) ?
3x - 8
-3x + -8
3x + 8
-24x
11
Multiple Choice
Why did the teacher multiply 44 by 2?
Since the diameter is half of the radius
Since the diameter is the radius squared
since the diameter is twice as long as the radius
since the diameter is the radius times pi
12
Multiple Choice
Which formula did the teacher use?
13
Multiple Choice
Which represents the formula C=πd written in words?
14
Multiple Choice
In the equation r=6.28188 where did the teacher get the number 6.28 ?
15
Multiple Choice
I transformed the formula C=2πr into r=2πC by dividing both sides by 2π .
Did you notice that you can rewrite formulas using what you know about solving equations?
Yes
No
16
Multiple Choice
In "Another Way," why did the teacher divide 188 by 2?
17
Multiple Choice
In "Another Way," why did the teacher divide 94 by 3.14?
18
Multiple Choice
What is surface area?
Surface area is the total area of all the faces of a three-dimensional object.
19
Multiple Choice
Which describes what type of figure is in problem 10?
rectangular pyramid
rectangular prism
20
Multiple Choice
Why did the teacher add 72 and 18?
Adding the area is the last step when calculating the volume.
Adding the area of the faces is the last step when calculating the surface area.
21
Multiple Choice
The formula to find the volume of a prism is V=Bh . Which correctly expresses what this formula means in words?
Volume equals area of the base divided by the height.
Volume equals the boundary point times the height.
Volume equals base times height.
Volume equals area of the base times the height.
22
Multiple Choice
Why did the teacher multiply 4, 6, and 3?
When finding the volume, calculate the area of one face, then multiply by 4.
I do not think the teacher knows why 4, 6, and 3 are multiplied.
The teacher saw the front face's dimensions are 3ft by 6ft and multiplied by 4 since that is the teacher's lucky number.
There are 4 sides of the prism that share the dimensions 3ft by 6ft.
23
Multiple Choice
Why did the teacher multiply 2, 3, and 3?
The two bases of the prism share the dimensions 3ft by 3ft.
The three bases of the prism share the dimensions 3ft by 2ft.
The two bases of the prism share the dimensions 6ft by 2ft.
The three bases of the prism share the dimensions 6ft by 2ft.
24
Multiple Choice
Where did the teacher get 0.5 ?
1/2 written as a decimal
r squared written as a decimal
The teacher was trying to spice things up by multiplying by a decimal.
25
Multiple Choice
In the formula to find the volume of a prism, V =Bh which letter is represented by the expression 0.5(6 ⋅ 5) ?
V
B
h
26
Multiple Choice
In the formula to find the volume of a prism, V =Bh which letter does the 11 represent?
V
B
h
27
Multiple Choice
Why did the teacher multiply 12 and 52?
To find how many feet wide Lot B is
To find the combined area of the property
To find the area of Lot A
To find the area of Lot B
28
Multiple Choice
Why did the teacher subtract 624 from 2,444?
To find the area of Lot B
To find the area of Lot A
To find the width of Lot B
To find the width of Lot A
29
Multiple Choice
In the expression 1,820 ÷52 , where did the 52 come from?
Since the width of Lot A is 52, the width of Lot B is 52.
The number 52 represents the area of Lot A.
Since the length Lot A is 52, the length of Lot B is 52.
The number 52 represents the area of Lot B.
30
Multiple Choice
Why did the teacher divide 1,820 by 52?
The formula to find the area of a rectangle is A = lw,
so
1,820w = 52.
To solve,
divide 1820 by 52.
The formula to find the area of a rectangle is A = lw,
so
1,820 = 52w.
To solve,
divide 1820 by 52.
How could you write this problem as an inequality?
5.25g + 4 < 25
5.25 + 4g > 25
5.25g + 4 > 25
5.25 + 4g < 25
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