iCoachMath.com: Examples on Evaluating Square-Root Functions - Radical Expressions - (AK)
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Solved Examples

Curriculum: Alaska Math Grade Level Expectations   Click to change Curriculum

Topic: Radical Expressions  Click to change Topic

Lesson: [10] N-3: Evaluating Square-Root Functions  Click to change Lesson

Click on a 'View Solution' below for other questions:
BBB Simplify:
48

 BBB
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BBB Simplify:
28
 BBB
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BBB Simplify:
72

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BBB Simplify:
162

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BBB Simplify:
192

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BBB Which graph best represents the function y = x + 6?
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BBB Which graph best represents the function y = 2x - 1?
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BBB Choose the graph of the function S = 36L.
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BBB Evaluate y = 3x, when x = 9. BBB View Solution
BBB Evaluate y = - 8x, when x = 49.
 BBB
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BBB Evaluate y = 16x, when x = 4.
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BBB Choose the graph of the function y = 4x. BBB View Solution
BBB Evaluate y = 21 - 2x, when x = - 2. BBB View Solution
BBB Evaluate y = 12x - 1, when x = 121. BBB View Solution
BBB Evaluate the function y = 23x - 2 for x = 6.
Round your answer to nearest hundredths. BBB
View Solution
BBB Evaluate the function y = 8x2+74 for x = 14.
Round your answer to nearest tenth. BBB
View Solution
BBB Find the domain of y = 72x + 9.
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BBB Find the domain of y = 11x - 2.
 BBB
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BBB Find the domain of y = 356x.
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BBB Find the domain of y = 9 - xx.
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BBB Find the domain of y = 5x. BBB View Solution
BBB Find the domain and the range of y = x + 1.
 BBB
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BBB Find the domain and the range of y = 3x - 6. BBB View Solution
BBB Find the domain and the range of y = x8x.
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BBB Which of the following functions best represents the graph? BBB View Solution
BBB Which of the following functions best represents the graph? BBB View Solution
BBB The period T in seconds and the length L in inches of the pendulum are related as T = 2πL384. Find the length of the pendulum in inches with period of 6 seconds.
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BBB Find the lateral surface area s of a cone whose base radius r is 3 cm and height h is 4 cm.
Use the formula s = π r r2 +h2.
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BBB Choose the graph of the function y = 7x - 2. BBB View Solution
BBB Find the total surface area s of a cone whose base radius, r = 3 cm and height, h = 4 cm.
Use the formula s = πr² + πrr2+h2. BBB
View Solution
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