Find the product `(2/3 pq)(3/5 qr)(1/10 rp)`

Find the product: (p + 3 q^2 ) pq

Find the product: (-10/3 pq^3) x(6/5 p^3q)

Find the product : (-10/3 pq^3)xx(6/5 p^3q)

Find the product: ((10)/3pq^3)xx(6/5p^3q)

Find this product : (2p + 5q^(2))3pq

Find the product. (-frac(10)(3)pq^3)) xx (frac(6)(5) p^3q))

((pq)/(qr)-(qr)/(pq))^(3)

A circle C of radius 1 is inscribed in an equilateral triangle PQR. The points of contact of C with the sides PQ, QR, RP are D, E, F, respectively. The line PQ is given by the equation sqrt3 x+ y -6 = 0 and the point D is (3 sqrt3/2, 3/2). Further, it is given that the origin and the centre of C are on the same side of the line PQ. (1)The equation of circle C is (2)Points E and F are given by (3)Equation of the sides QR, RP are

A circle C of radius 1 is inscribed in an equilateral triangle PQR. The points of contact of C with the sides PQ, QR, RP are D, E, F, respectively. The line PQ is given by the equation sqrt3 x+ y -6 = 0 and the point D is (3 sqrt3/2, 3/2). Further, it is given that the origin and the centre of C are on the same side of the line PQ. Equation of the sides QR, RP are