Class 8 Maths Ganit Prakash Chapter 2 Power Play | 8.5 Billion Milk Packets Unique ID Code
Unique ID codes for 8.5 billion milk packets is the focus of this interesting question from Class 8 Maths Ganit Prakash Chapter 2 – Power Play. In this question, a dairy plans to produce 8.5 billion packets milk packets in a year and wants to assign a unique ID code to each packet. The challenge is to determine the minimum number of digits required so that every packet can have a different code.
Question:A dairy plans to produce 8.5 billion packets of milk in a year. They want a unique ID (identifier) code for each packet. If they choose to use the digits 0–9, how many digits should the code consist of?
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Solution
The dairy needs to produce:
8.5 billion packets
We know that:
1 billion = 1,000,000,000
Therefore,
8.5 billion = 8,500,000,000
So, the dairy needs to assign a unique ID code to 8,500,000,000 packets.
If code is of 1 digit,then codes generated are from 0 to 9 that are 10 codes
If code is of 2 digit,then codes generated are =10 x 10 =102
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Class 8 Maths – Ganit Prakash Chapter 2: Power Play
This question is based on large numbers and the use of digits to create unique identifiers. It helps students understand how the number of digits changes as numbers become larger and how to determine the minimum number of digits needed to represent a large quantity.
If you are studying Class 8 Maths Ganit Prakash Chapter 2 – Power Play, practise more questions involving large numbers, place value, and number representation.
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Similar Questions Class 8 Maths Ganit Prakash Chapter 2 Power Play
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