The question paper of MST-001 contains 5 questions. Question no. 1 has no choice but question no. 2 to 5 each having an internal choice. In how many ways can an examinee answer all the 5 questions?
Given,
Total No. of question = 5
Question no. 1 has no choice.
& Question from 2-5
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____ _______ ______ ________ ____ ___ ____ _________ ______ ___ ____ _______.
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The cost C of manufacturing a certain article is given by the formula
Find minimum value of C.
Prove that
Find the number of terms required to make the sum equal to zero for the following series 80, 75, 70, ...
The question paper of MST-001 contains 5 questions. Question no. 1 has no choice but question no. 2 to 5 each having an internal choice. In how many ways can an examinee answer all the 5 questions?
The daily cost of operating a hospital C is a linear function of the number of in-patients I, out-patients P and a fixed cost a, i.e.,
C = a + bP + dI
Given the following data from 3 days, find the value of a, b and d by setting up a linear system of equations and using the matrix method.
|
Day |
Cost in Rs. |
No. of In-patients (I) |
No. of Out-patients ( P) |
|
1
2
3 |
6,950
6,725
7,100 |
40
35
40 |
10
9
12 |
Evaluate the following integrals:
ii)
A town has total population of 50,000. Out of it 28,000 read Hindustan times and 23,000 read Times of India while 4,000 read both the papers. Indicate how many read neither Hindustan times nor Times of India?