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47. Let C and T be the set of people who likes cricket and tennis respectively. Then,

n (C) = 40, people who likes cricket

n (C $\cup$T) = 65, people who likes either cricket or tennis

and n (C $\cap$T) = 10, people who likes both

So, n (C $\cup$T) = n (C) + n (T) n (C $\cap$T)

65 = 40 + n (T) 10

n (T) = 35

So, 35 people likes tennis

And number of people who likes tennis only and not cricket

(TC) = n (T) n (C $\cap$T) = 35 10 = 25.

At the last stage of the Bharathiar University Distance Education BBA admission process, students must submit the fees prescribed by the institute. In general, to confirm admission, students are required to pay a one-time fee. Apart from this, they are also required to make payment of the first installment of tuition fees. As per the structure, the total tuition fee for BBA is INR 21,100.

Note: The above-mentioned fee is taken from various official sources. However, it is subject to change.

Campbellsville University is private research university. Campbellsville University tuition fees for international students can vary from one programme to another. International students must refer to specific program fee page. Campbellsville University tuition fee for UG and PG programs is listed below-

46. Let A and B but the set of people who likes coffee and tea.

Then, n (A) = 37. no. of people who like coffee

n (B) = 52, no. of people who like tea.

As each person likes at least one of the two drink,

n (A $\cup$B) = 70.

So using, n (A $\cup$B) = n (A) + n (B) n (A $\cap$B)

n (A $\cap$B) = n (A) + n (B) n (A $\cup$B)

= 37 + 52 70

= 89 70

= 19

So, 19 people likes both coffee and tea.

MBBS candidates generally regard AIIMS Delhi as the better medical university among the two. At the same time, AIIMS Rishikesh is admired and has an expanding reputation as well as some distinct benefits. This institution regularly appears at the top of Indian medical college rankings, known for its outstanding educational and research activities. However, AIIMS Delhi surpasses AIIMS Rishikesh for the MBBS programme in rankings and placements. 

The Bharathiar University Distance Education BBA admission process starts with the submission of an application. Once students have filled out the application form, the institute's selection committee shortlists students based on qualifying exam marks. Further, the admission committee informs the selected candidates via registered number or email ID. The students must keep visiting the institute's official website to stay updated

In order to get admission to MediCOLL Learning, candidates must meet the eligibility criteria set by the college. Aspirants must pass the MBBS degree as the basic eligibility. The institute offers more than 10 courses in various streams such as Healthcare Management, Medicine, etc. Students can pursue the courses online. 

TRIDENT ACADEMY OF TECHNOLOGY, BHUBANESWAR 

ITR, BHUBANESWAR 

KIIT, BHUBANESWAR 

SILICON, BHUBANESWAR 

45. Given, n (X) = 40

n (Y $\cup$Y) = 60.

n (X $\cap$Y) = 10.

n (Y) =?

Using, n (X $\cup$Y) = n (X) + n (Y) n (X $\cap$Y)

60 = 40 + n (y) 10.

n (Y) = 60 - 40 + 10

n (Y) = 30.

The Bharathiar University Distance Education application form requires students to upload scanned photocopies of certain academic documents. Such candidates are required to upload scanned copies of the following documents:

• Class 10 and Class 12 mark sheets
• Migration certificate
• Transfer certificate
• Income certificate (in case of EWS category candidates)
• Category certificate (in case of SC/ST/OBC candidates)

44. Given, n (S) = 21

n (T) = 32

n (S $\cap$T) = 11.

Using, n (S $\cup$T) = n (S) + n (T) n (S $\cap$T)

= 21 + 32 11

= 42.

43. Let H and E be set if people who speak Hindi and English respectively. there,

n (H) = 250, people speak Hindi n (E) = 200, people speak English

n (H $\cup$E) = 400, people speaks either Hindi or English

So, n (H $\cap$E) = n (H) + n (E) n (H $\cap$E)

= 250 + 200 400

= 50

So, 50 people can speak both Hindi and English.

It could be hard to get direct admission to BTech at K J Somaiya School of Engineering. The college accepts admission based on the entrance exams. Students have to first fill out an application online from the official website and sit for any of the exams that are accepted, like JEE Main, MHT CET, CUET, SAT India, and PERA CET. 

42. Given, n (X $\cup$Y) = 18.

n (X) = 8.n (Y) = 15.n (X $\cap$Y) =?

Using n (X $\cap$Y) = n (X) + n (Y) n (X $\cup$Y)

= 8 + 15 18.

= 5.

Yes, the army quota is applicable for getting into colleges for B.Tech. 

Many colleges have special seats, and they are reserved for the army quota. 

41. Given, n (X)= 17

n (Y) = 23

n (X $\cup$Y)= 38.

So, n (X $\cup$ Y) = n (X) + n (Y) n (X $\cap$Y)

n (X $\cap$Y) = n (X) + n (Y) n (X $\cup$Y)

= 17 + 23 38.

= 2

40.  (i) A $\cup$A$\text{'}$ = U

(ii) $?$∩ A = U ∩ A = A.

(iii) A ∩ A$\text{'}$ = $?$ .

(iv) U$\text{'}$ ∩ A = $?$ ∩ A = $?$ .