Shilpa walks 6 km towards south. from there, she walks 9 km towards east. then she walks 2 km towards south. again she walks 3 km towards west. how far 1s she from her original position?
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Answer:10km
Step-by-step explanation:
1) The total distance travelled by Shilpa towards South is 6+2=8.
2)The total distance travelled by Shilpa towards East is 9-3=6.
3) Please refer attached image for better understanding.
4) Now, we need to find distance from her original position, so we need to use diagonal of rectangle formula i.e.
d = √( l^2 + w^2)[underroot of L square+W square that are both sides of rectangle]
5) By solving,
d = √( 8^2+ 6^2)
We get,
√100
So, 100 is underroot of 10.
The diagonal would be 10, means the Shilpa is 10km far from her original position.
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10 km Answer of this question .
Find the length of diagonal
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