Math, asked by stanubhattacharyya, 11 months ago

A man traveled at 40 kmph. Had he increased speed by 16 kmph, he would have covered 80 km more at the same time. What is the actual distance travelled by him?

Answers

Answered by pratyush043
3

Answer:

Let the time taken is t hrs

And distance is d km

In first case speed is 40kmph

t=d/40 hrs

In second case speed is 40+16=56kmph

And distance covered is 80 km more as usual

t=d+80/56 hrs

Time taken is same in both the cases so equate both the equation

d/40=d+80/56

d/5=d+80/7

7d=5d+400

2d=400

d=200 km

Hope it help...

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stanubhattacharyya: he upstream speed of boat 40 km h and the still water is 55 km/hr find the downstream speed of boat?
stanubhattacharyya: he upstream speed of boat 40 km/hr and the still water is 55 km/hr find the downstream speed of boat
Answered by guptapawan3695
0

Answer:

200km

Step-by-step explanation:

SPeed===40:56

Distance==40:56

16======80

1=======80/16=5

40=====40×5=200km

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