This Algebra 1 Chapter 4 Review quiz assesses understanding of linear functions, graph interpretation, and relationships in geometric figures. It tests skills in analyzing patterns and applying algebraic principles to real-world scenarios, enhancing problem-solving abilities.
Any of the graphs could represent the situation, depending on the hiker's speed.
142
405
1
212
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Yes; 1.1
Yes; -0.5
Yes; -20.5
No
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Subtract 2 from the previous term: 11, 9
Multiply the previous term by 2: 26, 52
Add 2 to the previous term: 15, 17
Multiply the previous term by 2: 15, 52
Add 1 to the previous term: 7, 6
Multiply the previous term by 2: 16, 32
Subtract 1 from the previous term: 16, 32
Multiply the previous term by -2: -16, 32
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Yes, it is a function
No, it is not a function
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Domain: -9,-4,1,3 range: -10,3,5,14
Domain: -9,3,5 range: -10,-4,1,14
Domain: -10,3,5,14 range: -9,-4,1,3
Domain: -10,-4,1,14 range: -9,3,5
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Yes, it is a function
No, it is not a function
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Yes; 6
Yes; 4
Yes; 5
No
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The perimeter, P, is equal to the length of the base of one triangle muliplies by the number of triangles in the figure, n, plus the length of another side. The equation of the perimeter is P=4n+7.
The perimeter, P, is equal to the length of the base of one triangle multiplied by the number of triangles in the figure, n, plus two times the length of another side. The equation for the perimeter is P=4n+14.
The perimeter, P, is equal to the length of the sideof one triangle multiplied by the number of triangles in the figure, n, plus the length of the base. The equation for the perimeter is P=7n+4.
The perimeter, P, is equal to the length of the sideof one triangle multiplied by the number of triangles in the figure, n, plus two times the length of the base. The equation for the perimeter is P=7n+8.
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C=14+n ; continuous
C=14n ; discrete
C=14+n ; discrete
C=14n ; continuous
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{-5, -3, -9}
{1, 0, -4, -6}
{-1, 0, 4, 6}
{-1, -3, -11, -15}
A) $298 b)$13000
A) $298 b) $300.10
A) $10666.67 b) $13000
A) $10666.67 b) $300.01
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