A car travels with a speed 12 m s-1- while a scooter travels with a speed 36 km h-1- Which of the two travels faster -

Question

A car travels with a speed 12  m s-1- while a scooter travels with a speed 36  km h-1- Which of the two travels faster -

Toppr Admin · Accepted Answer

Speed of car - - 12 - m-160- s-1- -Speed of scooter - - 36 - km h-1- -Since- - 1 - km - 1000 - m-and- -1 - hr - 3600 - sec- -therefore - Speed of scooter -160- -36 - km-hr - -dfrac-36-times 1000-3600- - m-s- - - 10 - ms-1- -Hence- the car travels faster than the scooter-

A car travels with a speed $$12 \ m s^{-1}$$, while a scooter travels with a speed $$36 \ km h^{-1}$$. Which of the two travels faster ?

Speed of car = $$ 12 \ m s^{-1} $$
Speed of scooter = $$ 36 \ km h^{-1} $$

Since, $$ 1 \ km = 1000 \ m$$
and, $$1 \ hr = 3600 \ sec$$

$$ \therefore $$ Speed of scooter = $$36 \ km/hr = \dfrac{36\times 1000}{3600} \ m/s$$ = $$ 10 \ ms^{-1} $$

Hence, the car travels faster than the scooter.

A car travels with a speed $$12 \ m s^{-1}$$, while a scooter travels with a speed $$36 \ km h^{-1}$$. Which of the two travels faster ?

Speed of car = $$ 12 \ m s^{-1} $$Speed of scooter = $$ 36 \ km h^{-1} $$Since, $$ 1 \ km = 1000 \ m$$and, $$1 \ hr = 3600 \ sec$$$$ \therefore $$ Speed of scooter = $$36 \ km/hr = \dfrac{36\times 1000}{3600} \ m/s$$ = $$ 10 \ ms^{-1} $$Hence, the car travels faster than the scooter.

Speed of car = $$ 12 \ m s^{-1} $$
Speed of scooter = $$ 36 \ km h^{-1} $$

Since, $$ 1 \ km = 1000 \ m$$
and, $$1 \ hr = 3600 \ sec$$

$$ \therefore $$ Speed of scooter = $$36 \ km/hr = \dfrac{36\times 1000}{3600} \ m/s$$ = $$ 10 \ ms^{-1} $$

Hence, the car travels faster than the scooter.