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Answered by Ʀíɗɗℓεʀ
48

16)

Given :

  • MP = ₹3,00,000

After first discount :

SP = 300000 - 6% of 300000

➣ SP = 300000 - 18000

➣ SP = 282000

After second discount :

SP = 282000 - 4% of 282000

➣ SP = 282000 - 11280

➣ SP = 270720

After third discount :

SP = 270720 - 2.5% of 270720

➣ SP = 270720 - 6768

➣ SP = 263952

Hence,

  • Net selling price = ₹2,63,952

19)

Given :

  • P = ₹48000
  • T = 1 year
  • R = 8% p.a. compound half yearly

When intrest is compound half yearly.

A = P(1 + R/200)²T

➣ A = 48000(1 + 8/200)²

➣ A = 48000(1 + 0.04)²

➣ A = 48000(1.04)²

➣ A = 48000(1.04)(1.04)

➣ A = 51916.80

Hence,

  • Amount = ₹51916.80

21)

Given :

  • The population of a village = 5000
  • It increases by 5% every year

To Find :

  • The population at the end of 2 years.

Formula required :

  • A = P(1 + R/100)T

Where,

  • A = Population at the end of certain years.
  • P = Current population = 5000
  • R = Rate of increment = 5%
  • T = Time = 2 years

Finding the population at the end of 2 years.

➣ A = 5000(1 + 5/100)²

➣ A = 5000(1 + 0.05)²

➣ A = 5000(1.05)²

➣ A = 5000(1.05)(1.05)

➣ A = 5513

Hence,

  • The population at the end of 2 years is 5513.

Rest of your question's solutions are in attachment.

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Answered by nihasrajgone2005
0

Answer:

refer to attached

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Step-by-step explanation:

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