ABCD is a trapezoid where BC is parallel to AD and perpendicular to AB . Kindly note that BC<AD . P is a point on AD such that CPD is an equilateral triangle. Q is a point on BC such that AQ is parallel to PC . If the area of the triangle CPD is 4√3. Find the area of the triangle ABQ.
List I | List II | ||
A. | \(\sqrt{\frac{0.81\times0.484}{0.064\times6.25}}\) | I. | 0.024 |
B. | \(\sqrt{\frac{0.204\times42}{0.07\times3.4}}\) | II. | 0.99 |
C. | \(\sqrt{\frac{0.081\times0.324\times4.624}{1.5625\times0.0289\times72.9\times64}}\) | III. | 50 |
D. | \(\sqrt{\frac{9.5\times0.085}{0.0017\times0.19}}\) | IV. | 6 |
117 | 200 | 100 |
9 | 8 | 5 |
8 | 9 | 13 |
21 | 34 | ? |
Store | Respective ratio of number of linen kurtis to cotton kurtis sold |
A | 7:5 |
B | 5:6 |
C | 3:2 |
D | 5:3 |
E | 4:3 |
F | 7:3 |