Math, asked by sangitasingh02mar, 4 months ago

Marks (4)
Q 26 A car starts from the center of city and in each consecutive hour it covers
a distance of 15km (along north), 5 km (along east), 15 km (along south) and 10 km (along west) respectively. Assuming the centre of
city to be the origin, north-south direction is along y axis and west-east direction is along x axis; show the various position of the car
on the Cartesian plane. Also, find how far is the car from x and y axis respectively at its final position.
Marks (4)
0.27 See the fum​


rajinderkumar00856: hanji
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Answers

Answered by wazahatkhan183
3

Answer:

Marks (4)

Q 26 A car starts from the center of city and in each consecutive hour it covers

a distance of 15km (along north), 5 km (along east), 15 km (along south) and 10 km (along west) respectively. Assuming the centre of

city to be the origin, north-south direction is along y axis and west-east direction is along x axis; show the various position of the car

on the Cartesian plane. Also, find how far is the car from x and y axis respectively at its final position.

Marks (4)

0.27 See the fum

Step-by-step explanation:

Marks (4)

Q 26 A car starts from the center of city and in each consecutive hour it covers

a distance of 15km (along north), 5 km (along east), 15 km (along south) and 10 km (along west) respectively. Assuming the centre of

city to be the origin, north-south direction is along y axis and west-east direction is along x axis; show the various position of the car

on the Cartesian plane. Also, find how far is the car from x and y axis respectively at its final position.

Marks (4)

0.27 See the fum

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