Question

Give any four daily life examples

for Geometric progression.

Answer 1

Hiiiii...

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♧ Here are a few more examples:

☆ The amount on your savings account ........

☆ The amount of money in your piggy bank if you deposit the same amount each week (a bank account with regular deposits leads you to arithmetico-geometric sequences)........

☆ The size of a population in exponential growth, e.g. bacteria in a Petri dish (or in your leftovers if you find Petri dishes not "every day life" enough) .........

☆ The intensity of radioactivity after nnyears of a given radioactive material ........

○○○○○○○○○○○○Hope it helps.......

Answer 2

Step-by-step explanation:

Answer:

Our whole life revolves around a huge network of the networks.

For example

• cellphone - All the phones are connected to each other via network transmission among cells and pockets.

• internet- The concept of internet is entirely based on the theory of networks.  The websites users and publishers are connected to each other via hardware, servers, transmission tables and ISP.

• Wireless Systems- The Police department is connected to seniors via wireless communication networks.

• Electricity- All our gadgets run on electricity and electricity comprises of network, filters and transmission lines.