Point G is 10 m north of point I. Point F is 7 m west of point H, which 6 m north of point
If point M is 5 m southeast of point G and east of point H, then what is the distance between points H and M?
a) 4 m b) 5 m c) 23 m d) 3 m e) Cannot be determined
Answers
Answer:
as distance b/w g and i is 10 m, between them, h is 6m from i... it means distance b/w h and g is 4m..
as distance b/w g and i is 10 m, between them, h is 6m from i... it means distance b/w h and g is 4m..now it is clearly visible that there is a right angled triangle (right angled at h) and distance b/w g and m is 5 m..
as distance b/w g and i is 10 m, between them, h is 6m from i... it means distance b/w h and g is 4m..now it is clearly visible that there is a right angled triangle (right angled at h) and distance b/w g and m is 5 m..using Pythagoras theorem...
as distance b/w g and i is 10 m, between them, h is 6m from i... it means distance b/w h and g is 4m..now it is clearly visible that there is a right angled triangle (right angled at h) and distance b/w g and m is 5 m..using Pythagoras theorem...4²+ (hm)² = 5²
as distance b/w g and i is 10 m, between them, h is 6m from i... it means distance b/w h and g is 4m..now it is clearly visible that there is a right angled triangle (right angled at h) and distance b/w g and m is 5 m..using Pythagoras theorem...4²+ (hm)² = 5²(hm)² = 25-16
as distance b/w g and i is 10 m, between them, h is 6m from i... it means distance b/w h and g is 4m..now it is clearly visible that there is a right angled triangle (right angled at h) and distance b/w g and m is 5 m..using Pythagoras theorem...4²+ (hm)² = 5²(hm)² = 25-16hm = 3 m
(d) 3 m
Answer:
3 is answer please make me brainslit