Question

the distance between 6 m and 11 m poles is 12m then the distance between top edges of poles isthe distance between ​

Answer 1

Answer:

hey here is your solution

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pls refer the reference diagram uploaded above

Step-by-step explanation:

so here BM and CD are two poles of heights 11 m and 6 m respectively

thus then BM perpendicular to CB and CD is perpendicular to CB

so angle ABC=angle DCB=90

similarly as angle A and D lies on straight line

angle BAD=angle CDA=90

so in quadrilateral ABCD as all angles are of 90 degrees each

quadrilateral ABCD is a rectangle

hence AB=CD=6 m

BC=AD=12 m

so here BM=AM+AB

ie 11=AM+6

so AM=5 m

so here angle BAD and angle MAD forms a linear pair axiom

thus then angle MAD=90

so applying pythagoras theorem on triangle MAD

we get

MD square=AM.square+AD.square

=(12)square+(5)square

=144+25

=169

taking square roots on both sides we get

MD=13 cm

hence the distance between top edges of poles is 13 cm.

Answer 2

Answer:

refer to the attachment