Absolutely! Medians are good fun.Try this:Consider a triangle ABC such that AB = 11, AC = 12 and BC = 13. D, E and F are points on AC such that BD is an altitude, BE an angle bisector and BF a median. Find the lengths DF and EF.(Also try generalising this to any triangle with sides k-1, k and k+1 with the three lines drawn to the line of length k. Something curious I noticed on a long journey when I ran out of better things to do )regardsscrabbler
2)A, B, C are the vertices of a triangle of area 60 cm2. Let AD be the median from A on BC and BY be the median from B on AD. If BY is extended to meet AC in E, what is the area of triangle AYE?
N=202 x 20002 x 200000002 x 20000000000000002 x 20000000000.....2(31 zeros). The sum of the digits in this multiplication will be 1) 112 2) 160 3) 144 4) None of these
N=202 x 20002 x 200000002 x 20000000000000002 x 20000000000.....2(31 zeros). The sum of the digits in this multiplication will be1) 1122) 1603) 1444) None of these
N=202 x 20002 x 200000002 x 20000000000000002 x 20000000000.....2(31 zeros). The sum of the digits in this multiplication will be1) 1122) 1603) 1444) None of these
N=202 x 20002 x 200000002 x 20000000000000002 x 20000000000.....2(31 zeros). The sum of the digits in this multiplication will be1) 1122) 1603) 1444) None of these
Two cars starting from the same point at the same time run in opposite direction along a circular track,64 meter in circumference.Speed of Car1 doubles and Car 2 halves every time they meet.If 16 mpm and 32 mpm are the speed of the cars,what will be the distance travelled by each when they meet for the fiifth time? a)258.13 m and 61.87m b)263.55m and 56.45m c)271.18m and 48.82m d)246.45m and 73.55m