Question

Keerat has to cycle for a distance of 5 km. He cycled 2/5 distance in the morning. what
fraction of the distance is he yet to cycle?
​

Answer 1

Given :

The total distance to be cover = D = 5 km

The fraction of distance cover in the morning = $\dfrac{2}{5}$

To Find :

The fraction of distance yet to be cycled

Solution :

∵ The total distance to be cover = D = 5 km

And

The fraction of distance cover in the morning = $\dfrac{2}{5}$

So, The distance cover in the morning = $\dfrac{2}{5}$ × 5

                                                                = 2 km

Again

The distance yet to be cycled = Total distance -  distance cover in the morning

                                                  = 5 km - 2 km

                                                  = 3 km

So, The fraction of distance yet to be cycled = 1 - The fraction of distance cover in the morning

                                                                          = 1 - $\dfrac{2}{5}$

                                                                         = $\dfrac{5 -2}{5}$

                                                                         = $\dfrac{3}{5}$

Hence,  The fraction of distance yet to be cycled is $\dfrac{3}{5}$   . Answer

Answer 2

Answer:

Given :

The total distance to be cover D = 5 km

The fraction of distance cover in the

morning = 2 /5

To Find :

The fraction of distance yet to be cycled

Solution :

The total distance to be cover = D = 5 km

And

The fraction of distance cover in thea

morning = 2/5

So, The distance cover in the morning =

2/5 x 5

=2 km

again

The distance yet to be cycled = Total distance - distance cover in the morning

= 5 km - 2 km

= 3 km

So, The fraction of distance yet to be cycled = 1 - The fraction of distance cover in the morning

= 1 - 2/5

= 5-2/5

= 3/ 5

Hence, The fraction of distance 3 yet to be cycled is3/5 . Answer

. Answer

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