

Mp3 Benchmark Review U 789
Presentation
•
Mathematics
•
6th Grade
•
Medium
Dominique Smith
Used 5+ times
FREE Resource
32 Slides • 46 Questions
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MP3 Benchmark
By Dominique Smith
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Solving Equations
The videos are for notes you do not have to watch the full video
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Multiple Choice
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Multiple Choice
8
Multiple Choice
What is the inverse operation of subtraction?
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Multiple Choice
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Multiple Choice
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Multiple Choice
3x = 27.
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Multiple Choice
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Multiple Choice
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Multiple Choice
2b = -16
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Fill in the Blanks
Type answer...
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Multiple Choice
Which of the following is not an equation?
2 + 2 = 4
2x + 4 = 25
3(4 + 5)
10 - 2x = 4
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Open Ended
Write an equation to model the verbal sentence:
Two more than 3 times a number is 5.
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Unit 8 Inequalities
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Solving Inequalities
How can you solve an inequality?
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How can you solve an inequality?
An inequality uses <, >, ≤, ≥, and ≠ to compare two expressions.
Inequalities have an infinite number of solutions.
EXAMPLE: x > 5
One solution is to use x = 7 because 7 > 5.
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Graph all of the solutions of x > 5.
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To graph x > 5, draw an open circle at 5 on a number line.
It is an open circle because <, > get open circles.
≤, ≥ get closed circles.
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Find several solutions and color those on a number line.
7 and 9 are solutions because 7 > 5 and 9 > 5.
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Start at the open circle and color over the solutions you found. Draw an arrow to show that the solutions go on forever.
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Graphing Inequalities
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Now it is your turn!
Remember to use a graph check your inequalities.
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Multiple Choice
x > 15
x < 15
x ≤ 15
x ≥ 15
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Multiple Choice
p > 9
p < 9
p ≥ 9
p ≤ 9
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Multiple Choice
x > 12
x < 12
x ≥ 12
x ≤ 12
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Multiple Choice
<
>
≤
≥
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Multiple Choice
≤, ≥
<, >
≤, <
≥, >
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Open Ended
Name three solutions for y < -3.
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Open Ended
Name two negative integers that are solutions for c ≥ -2.
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Open Ended
Name three integers that are NOT solutions for 22 > m .
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Open Ended
Name three solutions for -1 ≤ z.
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Open Ended
Name three solutions for -2 > y.
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Multiple Choice
Match the graph with its inequality.
a > 11
a < 11
a ≥ 11
a ≤ 11
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Unit 9 Two-Dimensional Figures
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Multiple Choice
Each pair of figures is congruent. Decide whether the congruence statement is true or false.
True
False
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Multiple Choice
Triangle RVN is congruent to triangle BST. If V is 50 degrees then T must be 50 degrees also.
True
False
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Multiple Choice
Each pair of figures is congruent. Decide whether the congruence statement is true or false.
True
False
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Open Ended
Here are three triangles. Triangle PQR is congruent to which triangle? Explain your reasoning.
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Multiple Choice
What is the area of triangle GHJ?
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Multiple Choice
What is the area of triangle LMN?
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8
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Multiple Choice
What is the area of parallelogram ABCD?
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25
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Fill in the Blanks
Type answer...
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Fill in the Blanks
Type answer...
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Multiple Choice
Which of the following is not true?
The area is 48cm2
The height is 6cm
The perimeter is 38cm
Base x height is 8 x 6
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Fill in the Blanks
Type answer...
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Important Parts of a Circle
Radius- the distance between the center of the circle and any point on the circle itself
Diameter- the distance between any two points on a circle which crosses through the center of the circle
Circumference- the distance around a circle
Area- the amount of space enclosed by the circle
Chord- a line that touches at two points on a circle (a diameter chord, that also goes through the center
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DEFINITION: a line that goes from the center of the circle to any point on the circle
FORMULA: Radius = Diameter divided by 2
Unit 4B - Circles - Math 7
RADIUS
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DEFINITION: A straight line that goes from one side of a circle to the opposite side AND through the center of the circle.
FORMULA: Diameter = Radius x 2
Unit 4B - Circles - Math 7
DIAMETER
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DEFINITION: a ratio between the circumference and the diameter of a circle. It is approximately 3.14
FORMULA: Circumference divided by diameter
Unit 4B - Circles - Math 7
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Multiple Choice
What is a straight line that goes through the center of a circle from one side to the opposite side?
Diameter
Circumference
Radius
Center
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Multiple Choice
Does this picture show the diameter or radius of a circle?
Diameter
Radius
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Multiple Choice
What is the diameter of the circle?
5 inches
10 inches
3.14 inches
15.84 inches
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Multiple Choice
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Multiple Select
What two formulas can you use to find the circumference?
C = π·d
C = π·r2
C = 2·π·r
C = d2
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Multiple Choice
Find the circumference of the circle.
78.5 cm
15.7 cm
7.85 cm
19.6 cm
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Multiple Choice
The formula for the area of a circle is...
A=πd2
A=2πr
A=π⋅d
A=πr2
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Multiple Choice
Find the area.
6.28km2
18.84yd2
3.14yd2
12.56km2
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Math Response
I can calculate the area of a circle given its radius or diameter.
What is the area of the circle shown?
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Multiple Choice
Which of the following is true about the diameter of a circle?
It is always half of the radius
It is always twice the radius
It is always equal to the circumference
It is always twice the circumference
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Multiple Choice
In a circle, what value is circumference divided by diameter?
It is always half of the radius
It is always twice the radius
It is always equal to the circumference
It is always equal to π
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Multiple Choice
What does the red speedometer line represent?
pi
radius
diameter
MP3 Benchmark
By Dominique Smith
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