Time |
15 minutes
Time to take the test
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Guide to the test
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Subjects | Math test | Update | 27/04/2018 |
Class | Grade 12 | Number of questions | 15 |
View | 946 | Tested | 1 |
Question 1. Evaluate: \(tan{5\pi\over3}\)
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Question 2. The terminal arm of angle \(\theta\) in standard position intersects the unit circle at the point (m, n). Which expression represents \(cot\theta\) ?
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Question 3. If the graph of the function shown below has the equation y = acosb(x - c) + d , determine the value of d.
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Question 4. Determine an equation of an asymptote of y = sec 3x .
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Question 5. Which expression is equivalent to \(sin(\pi + 2x)\) ?
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Question 6. Convert \(8 \pi \over 3\) radians to degrees.
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Question 7. Determine the minimum value of the function y = -3sin2x + 4.
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Question 8. The terminal arm of angle \(\theta\), in standard position, passes through the point (-2, 9). Determine the value of sin \(\theta\).
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Question 9. Simplify: \(4cos^26x - 2\)
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Question 10. Evaluate: \(log_\sqrt7 7^3\)
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Question 11. Solve: \(log_2(log_9x)=-1\)
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Question 12. Solve: \(5^{x+1} = 2(3^{2x})\)
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Question 13. Determine the number of pathways from point A to point B if only moves to the right and down are permitted.
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Question 14. The smallest positive solution of tanbx = 2 is x = 0.3. Determine the general solution of tanbx = 2.
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Question 15. The y-intercept of the function y = f(x) is 5. Determine the y-intercept of y = f(x) + 3 .
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