Quantitative Aptitude

Question: If two circles have one point of intersection and different radii, how many external tangents can be drawn? यदि

Question: In the case of two intersecting circles of the same radius, how many external common tangents are there? समान

Question: Simplify: \(\dfrac{64^{1/2} \times (1/8)^{-1/3}}{(\sqrt{18} + \sqrt{8})^2 – (\sqrt{18} – \sqrt{8})^2}\) सरल कीजिए: \(\dfrac{64^{1/2} \times (1/8)^{-1/3}}{(\sqrt{18} + \sqrt{8})^2 – (\sqrt{18}

Question: A point Q is outside a circle with radius 6 units. A secant line passing through Q and the

Question: The radii of two circles are 8 cm and 3 cm. The length of a common external tangent is

Question: In ∆ XYZ, the circumcenter is located at point O. The lengths of the sides are x, y, z.

Question: In a triangle DEF, the angle bisector of angle D divides side EF at point G. If DE =

Question: A triangle has vertices with coordinates A(2,3), B(6,3), and C(4,9). What is the y-coordinate of its centroid? एक त्रिभुज

Question: A rocket’s flight path uses a triangle with height 24 units and hypotenuse 25 units. If θ is the

Question: A certain sum amounts to Rs. 2,400 in 2 years and Rs. 2,800 in 5 years under simple interest.