There were 4000 illiterate people in 2010 in a town . if the number of illiterate people started decreasing by 200 every year then how many people are still illiterate at the end of 2020WITH METHOD PLEASE About the author Amelia

Answer: 2000 I guess Step-by-step explanation: hope it helps 4000-200=3800 3800-200=3600 3600-200=3400 3200-200=3000 3000-200=2800 2800-200=2600 2600-200=2400 2400-200=2200 2200-200=2000 Reply

Answer: mark me down Brainiest Step-by-step explanation: Answer The increase in number of literate people forms an AP. No of Literate people in the year 2010 = 4000. ∴a=4000 Increase in literate people per year= 400. ∴d=400 No. of years from 2010 to 2020 will be n. 2020−2010=10 ∴n=10 No. of literate people in 2020 will be given by formula t n =a+(n−1)d t 10 =4000+(10−1)×400 t 10 =4000+3600 t 10 =7600 The number of literate people in thee year 2020 will be 7600 people. Reply

Answer:2000 I guess

Step-by-step explanation:hope it helps

4000-200=3800

3800-200=3600

3600-200=3400

3200-200=3000

3000-200=2800

2800-200=2600

2600-200=2400

2400-200=2200

2200-200=2000

Answer:mark me down Brainiest

Step-by-step explanation:Answer

The increase in number of literate people forms an AP.

No of Literate people in the year 2010 = 4000.

∴a=4000

Increase in literate people per year= 400.

∴d=400

No. of years from 2010 to 2020 will be n.

2020−2010=10

∴n=10

No. of literate people in 2020 will be given by formula

t

n

=a+(n−1)d

t

10

=4000+(10−1)×400

t

10

=4000+3600

t

10

=7600

The number of literate people in thee year 2020 will be 7600 people.