Let Q = , where and
Calculate the exact value of Q.
Give your answer from part (a) correct to
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Let Q = , where and
Calculate the exact value of Q.
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Give your answer from part (a) correct to
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Let , where and .
Write the angle of in radians.
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Find the value of R. Give your answer as a fraction.
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Give your answer from part (b) to
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Consider the numbers and .
Calculate . Give your answer correct to the
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Give your answer to part (a) (i) in the form , where and .
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A cylinder has radius of 12.7 cm and height of 14.4 cm.
Calculate the volume of the cylinder correct to
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Write your answer to part (a) (ii) in the form , where and .
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A rectangular field has length, , of 25.2 m and width, of 21.4 m, each correct to 1 decimal place.
Calculate the lower and upper bound for
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Calculate the lower and upper bound for the
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Calculate the following, giving your answer in the form , where and
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Consider the following four numbers.
a = 0.272 | b = 0.0272 105 | c = e(10e)-1 | d = 2.72 102 |
Write down
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.
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Solve the following systems of linear equations using technology.
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Write as a sum of partial fractions.
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Write as a sum of partial fractions.
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Write as a sum of partial fractions.
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Write as the sum of partial fractions in the form .
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Let , where , and .
Calculate the exact value of .
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Give your answer from part (a) correct to
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Let , where and
Find the value of W. Give your answer as a fraction.
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Give your answer from part (a) to
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A prism has a cross sectional area of and volume of .
Calculate the length of the prism.
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The cross-sectional area of the prism is in the shape of a trapezium and its parallel sides measure 2 m and 2.4 m.
Calculate the height of the trapezium. Give your answer in cm.
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Mary has found the exact answer for is .
Write down the exact answer of as a decimal.
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Give your answer from part (a) correct to
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It is given that and , where and .
Find the size of the angles and .
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A circle has radius equal to
Find the exact value of the area of the circle, giving your answer in terms of .
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A medium rare steak should have an internal temperature of to . Max decides to go to 10 different steak houses, he measures the internal temperature of a medium rare steak at each establishment and records the following:
51.0, 52.1, 62.9, 49.0, 59.8, 50.2, 54.3, 47.7, 48.6, 65.4
Find the mean internal temperature of Max’s recordings.
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Max goes to 5 more steak houses and calculates the mean of all 15 restaurants to be
Calculate the mean internal temperature from the 5 additional steak houses Max went to.
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Max records one last steak that has an internal temperature of
Calculate the interval of such that the mean internal temperature for all 16 steaks is within the temperature range for a medium rare steak.
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The diameter of Earth is m, correct to four significant figures. The circumference of Mars is m, correct to four significant figures.
Modelling Earth and Mars as perfect spheres, find the difference between the volume of Earth and the volume of Mars, giving your answer in the form , where .
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Solve the following systems of linear equations using technology.
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Write as a sum of partial fractions.
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