Physics, asked by Saniyathakarkar, 2 days ago

In a group of 20 people, 10 can read Hindi and 8 can read Marathi while 5 of them can't read both of these. How many can read both Hindi and Marathi?

(options)

a) 3

b) 5

c) 8

d) 10

.​

Answers

Answered by parveenudaniya5
5

Answer:

A=8

B=6

C=4

D=2

Explanation:

please brainiest mark karna

Answered by MystícPhoeníx
23

Answer:

  • 3 is the required answer .

Explanation:

According to the Question

It is given that,

In a group of 20 people

  • 10 can read Hindi
  • 8 can read Marathi while
  • 5 of them can't read both of these.

Total Number of Readers = Total People - Number of people which can't read both

Total Number of Readers = 20-5

Total Number of Readers = 15

Now,

Calculating only Hindi Readers

Number of Hindi Readers = 15 - 8

Number of Hindi Readers = 7

Now calculating the number of people can read both Hindi & Marathi both .

Number of people can read both = 10 - 7

Number of people can read both= 3

  • Hence, the required option is (a) 3
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