Find the area of the shades segments in the figure.
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1980
If \(\theta\) = \(\frac{3}{2}\) and \(\theta\) is less than 90\(^{\circ}\), calculate tan \(\frac{(90 - \theta)}{cos^2\theta}\)
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1980
The angles marked in the figure are measured in degrees. Find x.
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1980
In the figure, FGHJ is a circle of radius 3cm centre O. FOH, GOJ are perpendicular diameters. With G as centre of an arc of a circle is drawn to pass through F and H. Find the length of the perimeter of the lunar portion…
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1980
FG is a given straight line and H is a fixed point. The construction marks shown in the diagram indicate the
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1980
In the figure, PS bisects angle QPR. Find the ratio SR:QR.
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1980
In the figure, If PT is parallel to RS, PQ = PT, and angle SQT = 90\(^{\circ}\), find x.
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1980
In the figure, PQ\\SR, ST\\, ST\\RQ, PS = 7cm, PT = 7cm, SR = 4cm. Find the ratio of the area QRST to the area of PQRS.
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1980
If PN is perpendicular to QR, find the value of tan x.
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1980
Write the decimal number 39 to base 2
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1980
If x varies inversely as y, and y varies directly as the square root of z, and z varies directly \(\frac{1}{w^2}\) write down in words how x varies with w
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1980
A cylindrical motor of height 12cm has uniform thickness of 2cm. If the diameter of its outer cross section is 10cm, Find the volume of the constituent material. (take \(\pi\) = \(\frac{22}{7}\)
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1980
The expression x3 - 4x2 + cx + d is such that x + 1 is its factor, and its value is 1 when x is -2. Find c and d.