Question

A mountain is at a height of 8850 m.
Its base is at an elevation of 5450 m.
The temperature at the base is
-6°C. the temperature here drops
at the rate of 1° per 100 metres
Find the temperature at the top.

Can anyone give me the correct, reasonable and most suitable figure for this question ? Please.. Fast. ​
I don't need the solution.

Answer 1

Answer:

Speed = Distance/Time, in this case the train is 300m but let's not consider the trains length for this equation because it is replaced by the bridge's distance. Therefore,

Distance = 200m.

Time = X and Speed =25 m/s

When changing the equation to Distance/Speed= Time

200/25= 8s

The time taken is 8 seconds.

Hope this helped

Step-by-step explanation:

Answer 2

☆ Answer ☆

$\sf \red - \red4 \red0 \red°$

☆ Solution ☆

$\rightarrow$ Over all height of mountain from base

= 8850-5450

= 3400 m

$\rightarrow$ Temmperature drops at 100 metre= 1°C

Then total drop = 3400/100

= 34° C

temperature at the top = -6° C - 34° C

= -40° C

$\fbox \pink{hope \: it helps}$