You've purchased a ready-meal from the supermarket.

The packaging says that you should microwave it for 4 minutes and 20 seconds, based on a 600W microwave.

Oh no, your microwave is 800W! How long should you cook this for?!

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# Input

You'll be given 4 arguments:

## 1. needed power
The power of the needed microwave.  
Example: `"600W"`

## 2. minutes
The number of minutes shown on the package.  
Example: `4`

## 3. seconds
The number of seconds shown on the package.  
Example: `20`

## 4. power
The power of your microwave.  
Example: `"800W"`

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# Output
The amount of time you should cook the meal for formatted as a string.  
Example: `"3 minutes 15 seconds"`

Note: the result should be rounded up.
```
59.2 sec  -->  60 sec  -->  return "1 minute 0 seconds"
```

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## All comments/feedback/translations appreciated.

Difficulty: EASY
Starter code: def cooking_time(needed_power, minutes, seconds, power):
	

Solutions:
import math

def cooking_time(needed_power, minutes, seconds, power):
	t = math.ceil((60 * minutes + seconds) * int(needed_power[:-1]) / int(power[:-1]))
	return '%d minutes %d seconds' % (t // 60, t - t // 60 * 60)


cooking_time = lambda n, m, s, p: '{} minutes {} seconds'.format(*divmod(-(-(m * 60 + s) * int(n[:-1]) // int(p[:-1])), 60))


from math import ceil

def cooking_time(n_pow, n_min, n_sec, pow):
	(m, s) = divmod(ceil((60 * n_min + n_sec) * int(n_pow[:-1]) / int(pow[:-1])), 60)
	return f'{m} minutes {s} seconds'


import math

def cooking_time(needed_power, minutes, seconds, power):
	needed_power = int(needed_power[:-1])
	power = int(power[:-1])
	time = minutes * 60 + seconds
	res_time = math.ceil(time * needed_power / power)
	return '{0} minutes {1} seconds'.format(res_time // 60, res_time % 60)


from math import ceil

def cooking_time(needed_power, minutes, seconds, power):
	q = float(needed_power[:-1]) / float(power[:-1])
	t = minutes * 60 + seconds
	return '{} minutes {} seconds'.format(*divmod(ceil(q * t), 60))


from math import ceil

def cooking_time(needed_power, minutes, seconds, power):
	total_seconds = ceil(int(needed_power[:-1]) * (minutes * 60 + seconds) / int(power[:-1]))
	(m, s) = (total_seconds // 60, total_seconds % 60)
	return '{} minutes {} seconds'.format(m, s)


from math import ceil

def cooking_time(n_p, m, s, p):
	(n_p, p) = map(int, (n_p[:-1], p[:-1]))
	return '{} minutes {} seconds'.format(*divmod(ceil((m * 60 + s) / p * n_p), 60))


from math import ceil

def cooking_time(needed_power, minutes, seconds, power):
	totsec = minutes * 60 + seconds
	(nd_pw, pw) = (int(needed_power.split('W')[0]), int(power.split('W')[0]))
	res = ceil(nd_pw / pw * totsec)
	return '{:g} minutes {} seconds'.format(res // 60, ceil(res - res // 60 * 60))


import math

def cooking_time(needed_power, minutes, seconds, power):
	in_seconds = 60 * minutes + seconds
	increase = int(needed_power[:-1]) / int(power[:-1])
	new_seconds = in_seconds * increase
	output_minutes = int(new_seconds / 60)
	output_seconds = new_seconds % 60
	if math.ceil(output_seconds) == 60:
		output_seconds = 0
		output_minutes += 1
	return str(math.ceil(output_minutes)) + ' minutes ' + str(math.ceil(output_seconds)) + ' seconds'


from math import ceil

def cooking_time(n, m, s, p):
	return '{0} minutes {1} seconds'.format(*divmod(ceil((m * 60 + s) * int(n[:-1]) / int(p[:-1])), 60))