Change pack
Capstone
Feb 2 - 8
25 questions
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1.
Number
Simplify: √8 + √18
Answer: 2√2 + 3√2 = 5√2
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2.
Algebra
Find equation with turning point (2, 2) and coefficient 5
Answer: y = 5(x - 2)² + 2
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3.
Geometry
Find perimeter: adjacent = 11cm, angle = 40°
Answer: 34.6cm
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4.
Ratio
55 out of 90 students passed. What percentage passed?
Answer: 61.1%
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5.
Statistics
A spinner has 5 red, 5 blue and 5 green sections. Probability of landing on red?
Answer: 1⁄3
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1.
Number
Simplify: √8 + √18
Answer: 2√2 + 3√2 = 5√2
-
2.
Algebra
Find equation with turning point (5, 7) and coefficient 6
Answer: y = 6(x - 5)² + 7
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3.
Geometry
Find perimeter: adjacent = 18cm, angle = 50°
Answer: 67.5cm
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4.
Ratio
52 out of 97 students passed. What percentage passed?
Answer: 53.6%
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5.
Statistics
A spinner has 4 red, 3 blue and 4 green sections. Probability of landing on red?
Answer: 4⁄11
-
1.
Number
Simplify: √8 + √18
Answer: 2√2 + 3√2 = 5√2
-
2.
Algebra
Find equation with turning point (1, 2) and coefficient 6
Answer: y = 6(x - 1)² + 2
-
3.
Geometry
Find perimeter: adjacent = 24cm, angle = 60°
Answer: 113.6cm
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4.
Ratio
37 out of 86 students passed. What percentage passed?
Answer: 43%
-
5.
Statistics
A spinner has 4 red, 6 blue and 2 green sections. Probability of landing on red?
Answer: 1⁄3
-
1.
Number
Simplify: √8 + √18
Answer: 2√2 + 3√2 = 5√2
-
2.
Algebra
Find equation with turning point (2, 7) and coefficient 3
Answer: y = 3(x - 2)² + 7
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3.
Geometry
Find perimeter: adjacent = 19cm, angle = 41°
Answer: 60.7cm
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4.
Ratio
44 out of 95 students passed. What percentage passed?
Answer: 46.3%
-
5.
Statistics
A spinner has 6 red, 3 blue and 5 green sections. Probability of landing on red?
Answer: 3⁄7
-
1.
Number
Simplify: √8 + √18
Answer: 2√2 + 3√2 = 5√2
-
2.
Algebra
Find equation with turning point (1, 7) and coefficient 6
Answer: y = 6(x - 1)² + 7
-
3.
Geometry
Find perimeter: adjacent = 11cm, angle = 56°
Answer: 47cm
-
4.
Ratio
50 out of 95 students passed. What percentage passed?
Answer: 52.6%
-
5.
Statistics
A spinner has 2 red, 6 blue and 3 green sections. Probability of landing on red?
Answer: 2⁄11