Math, asked by annieafzal23, 11 months ago


In a survey of 200 students, 129 students speak Urdu, 112 students speak English, and 82 students neither speak Urdu nor speak English. Draw the Venn diagram, where the universe is all students included in the survey, label each area on the diagram appropriately and fill in the correct numbers. How many students both speak Urdu and English?

Answers

Answered by mysticd
0

Answer:

Insufficient data

Step-by-step explanation:

Total students (U) = 200

Number of students speak Urdu(A) = 129,

Number of students who speak English(B) = 112

Number of students neither speak Urdu nor

English = 82

Number of students who speak Urdu or

English =n(AUB)= U - 82

= 200 -82

= 108

This is more than A or B . It is not possible.

Answered by amitnrw
0

Answer:

Correction in question :

8 students neither speak Urdu nor speak English.

Step-by-step explanation:

Speak Urdu = 129

Speak English = 112

Total = 200 Students

Neither Speak English nor Urdu = 8

Speak any language = 200 - 8 = 192

Speak English & Urdu both = 129 + 112 - 192 =  49

Attachments:
Similar questions