In a `DeltaABC,` a semicircle is inscribed, whose diameter lies on the side c. Then the radius of the semicircle is (Where `Delta` is the area of the triangle `ABC`)

In a Delta ABC, a semicircle is inscribed,whose diameter lies on the side c.Then the radius of the semicircle is (Where Delta is the area of the triangle ABC)

In a ΔABC, a semicircle is inscribed, whose diameter lies on the side c. Then the radius of the semicircle is (Where Δ is the area of the triangle ABC)

In a ΔABC, a semicircle is inscribed, whose diameter lies on the side c. Then find the radius of the semicircle.(Where Δ is the area of the triangle ABC)

In Figure, C is the center of the semicircle, and the area of the semicircle is 8pi . What is the area of triangle ABC in terms of theta ?

In o+ABC, as semicircle is inscribed,which lies on the side c. If x is the lengthof the angle bisector through angle C, then prove that the radius of the semicircle is x sin((C)/(2))

In a triangle with sides, a,b, and c a semicircle toughing the sides AC and CB is inscribed whose diameter lies on AB. Then the radius of the semicricel is

In a triangle with sides a, b and c a semicircle touching the sides AC and CB is inscribed whose diameter lies on AB. Then , the radlus of the semicircle is:

In A B C , as semicircle is inscribed, which lies on the side cdot If x is the lengthof the angle bisector through angle C , then prove that the radius of the semicircle is xsin(C/2)dot

In A B C , as semicircle is inscribed, which lies on the side cdot If x is the lengthof the angle bisector through angle C , then prove that the radius of the semicircle is xsin(C/2)dot

In A B C , as semicircle is inscribed, which lies on the side cdot If x is the lengthof the angle bisector through angle C , then prove that the radius of the semicircle is xsin(C/2)dot