Question

A food relief Centre has sufficient stock of food last for a week for 2500 victims. How long will the provisions last if the number of victims increases to 5000? Suggest ways in which we can help people in the flood affected areas

Answer 1

Answer:

Step-by-step explanation: food for 7 days is 2500 victims

But victims raised to 5000

So days are less.it is inversely preportional.7/2500=5000/x

Then x=12500000/7

Answer 2

Answer:

Step-by-step explanation:

• Given:
• Food relief center has stock for week for 2500 victims.
• To find:
• How long it will last if the number of victims are increades to 5000.
• Now as we can see from given question that a food ewlief centre has stock of food for a week of 2500 victims but now number of victims are increased to 5000.
• So here number of days are less and more people.
• There fore it is inversely proportional,
• 7/2500= 5000/x
• Therefore x= 12500000/7
• x= 171,42