Question

Alexander was able to cover 25% of 150km journey in the morning how much km of journey still left to cover in that day​

Answer 1

Answer:

Left journey= (100-25) % of 150 km

.

Left journey= 75 % of 150 km

.

Left journey= (75 × 150) ÷ 100 km

.

Left journey= 11250 / 100 km

.

Left journey= 112.5 km

.

.

.

Plzzz Follow me ...

.

Plzzzzz Thanks and like my Answer...

Answer 2

Answer:

The distance of journey still left to cover in that day is 112.5 km.

Step-by-step explanation:

Given,

Alexander was able to cover 25% of total distance.

Total distance = 150 km

So, Alexander covers in the morning =

$25\% \: of \: total \: distance \: = 25\% \: of \: 150 \: km \: = \frac{25}{100} \times 150 \: km = \frac{75}{2} km$

Entire day Alexander covers remaining distance.

Remaining distance =

$total \: distance - cover \: distance \: = 150 - \frac{75}{2} = \frac{225}{2} \: km = 112.5 \: km$

So, 112.5 km of journey still left to cover in that day.