A vehicle starts from point p and runs 10 km towards north, it takes a right turn and runs 15 km. It now runs 6 km after taking a left turn. It finally takes a left turn, runs 15 km and stops at point q?
Answers
A vehicle starts from point P and runs 10 km towards north, it takes a right turn and runs 15 km. It now runs 6 km after taking a left turn. It finally takes a left turn, runs 15 km and stops at point Q.
how far is Q with respect to P ?
towards which direction was the vehicle moving before it stops at point Q?
first draw the rough diagram from the given data.
The vehicle starts from point P and runs 10 km towards north. see diagram, line PA shown in figure shows the motion of P towards north.
similarly, it takes a right turns and runs 15km. in diagram, line AB shows the motion of vehicle towards right.
again it turns left and runs 6 km . here line BC shows this.
and finally it takes left turn and runs 15 km as shown in figure. hence CQ shows the final destination of it.
here, distance of Q with respect to P = length PA + length CQ
= 10 km + 6 km
= 16 km
So, point Q is 16 km far with respect to P.
see diagram, line CQ shows the motion of vehicle towards final destination. and we see it is heading towards west.
Hence, The vehicle is moving towards west before it stops at point Q.
Answer:
The point q is therefore 16 km away from p.
Explanation:
A vehicle starts from point P and runs 10 km towards north, it takes a right turn and runs 15 km. It now runs 6 km after taking a left turn. It finally takes a left turn, runs 15 km and stops at point Q.
how far is Q with respect to P ?
towards which direction was the vehicle moving before it stops at point Q? f
ANSWER:-
The car will leave point P and drive 10 km north. see diagram, line PA shown in the figure shows movement P to the north.
similarly, it requires a right-hand turn and a 15km run. in the diagram, the AB line shows the movement of the red color to the right. turn left again and run 6 km. here it shows the line BC.
and finally turn left and run 15 km, as shown in the photo. by the CQ marking its final destination.
here the distance Q with respect to P = length PA + length CQ
= 10 km + 6 km
= 16 km
The point Q is therefore 16 km away from P.
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