Shortcut in Quantitative Aptitude for Competition>Chapter 20 - Geometry-II>Exercise>Q 10

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Two circles inscribed in a right angled triangle have radii $12 c m$ and $3 c m$ . Find length of AP?

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Important Questions on Geometry-II

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Shortcut in Quantitative Aptitude for Competition>Chapter 20 - Geometry-II>Exercise>Q 2

Two equal circles of radius

4

c m

intersect each other such that each passes through the centre of the other. The length of the common chord is:

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Shortcut in Quantitative Aptitude for Competition>Chapter 20 - Geometry-II>Exercise>Q 11

In the adjoining figure, $∠ B A C = 60^{°}$ and $B C = a, A C = b$ and $A B = c$ , then:

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Shortcut in Quantitative Aptitude for Competition>Chapter 20 - Geometry-II>Exercise>Q 12

In the figure given below, points $P$ and $Q$ are mid-points on the sides $A C$ and $B P$ respectively. The area of each part is shown in the figure, then find the value of $x + y$ ?

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