in a house of 15 persons food was sufficient for 30 days. 5 persons left the house. For how many days the food would be sufficient?
Answers
Given,
There is sufficient food for 15 persons for 5 days.
To find,
The number of days for that the food would be sufficient if 5 persons left the house.
Solution,
We can simply solve this mathematical problem by using the following mathematical process.
Now, here we have to apply normal arithmetic method.
New person number = 15-5 = 10
For 15 persons = 30 days
For 1 person = 15×30= 450 days
For 10 persons = 450/10 = 45 days
Hence, the food will be sufficient for 45 days.
SOLUTION
GIVEN
- In a house of 15 persons food was sufficient for 30 days.
- 5 persons left the house.
TO DETERMINE
The number of days the food would be sufficient
EVALUATION
Here it is given that In a house of 15 persons food was sufficient for 30 days.
5 persons left the house
So the number of persons now = ( 15 - 5 ) = 10
SOLVE USING RULES OF THREE
Here the number of persons and number of days are in inverse proportion
Since the number of persons decreases, so the number of days will increases
So the required number of days
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