Math, asked by sforshub, 3 months ago

Mike walks 17 meters towards the north, takes a left turn, and then walks 8 meters. He walks a further 5 meters after turning right and then 16 meters towards east He then turns to his nght and walks another 16 meters The distance between his starting position and his present position is​

Answers

Answered by husanpreetsingh79
1

1. Treating all the people equally is known as __________.

2. ______________ forms the back bone of democracy.

3. ______________ is a standardized symbol allocated to a political party.

Answered by annarajeevlm
0

Answer:

the distance between the starting position and the present position = 10 m

Step-by-step explanation:

refer to the image attached

AB = 17m towards north

BC = taking left turn and 8m

CD = taking a right turn and 5m,

DE = 16 m towards east

EF = taking a right turn and 16 m

from the image we can understand, CD = ER = 5m

⇒ RF = BP = 11m

also, BC = DQ = 8m

⇒ QE = PF = 8m

AB =PB + AP= 17m

AP = 17 - 11 = 6m

here, APF forms a right triangle, with AP = 6m and PF = 8m

AF is the distance between starting point and present position

use Pythagoras theorem to find side AF

AF² = AP² + PF²

⇒ AF² = 6² + 8²

⇒ AF² = 100

AF = √100 = 10m

hence, the distance between the starting position and the present position = 10 m

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