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If the coli form bacteria is present in a sample of water, then the coli-form test to be conducted is<br> (i) Presumptive coli-form test<br> (ii) Confirmed coli-form test<br> (iii) Completed coli-form test
A
Only (i)
B
Both (i) and (ii)
C
Both (i) and (iii)
D
All (i), (ii) and (iii)
Correct Answer:
All (i), (ii) and (iii)
A bacteria gives birth to two new bacteria in each second and the life span of each bacteria is 5 seconds. The process of the reproduction is continuous until the death of the bacteria. initially there is one newly born bacteria at time t = 0, the find the total number of live bacteria just after 10 seconds :
A
$$\frac{{{3^{10}}}}{2}$$
B
3<sup>10</sup> - 2<sup>10</sup>
C
243 × (3<sup>5</sup> -1)
D
3<sup>10</sup> - 2<sup>5</sup>
E
None of these
Which of the following statement is/are correct regarding coliform bacteria? i. It is gram negative ii. It is rod shaped bacteria iii. It is a harmless aerobic microorganism
A
i, ii, iii
B
ii, iii
C
i, iii
D
i, ii
If 6 years are subtracted from the present age of Ayush and takes 25% of that then we get the present age of his only son. 4 years ago, his daughters age is 7 years more than his son. Sum of daughters present age and his wifes present age is 10 years more than Ayushs present age then find the present age of Ayush if average of present age of entire family is 30.25 yr?
A
\45 year\
B
\50 year\
C
\60 year\
D
\40 year\
Which of the following statements are true with regards to the selection of a sample size? (i) The sample size (n) may be a fixed percentage of lot size (N). (ii) The sample size (n) may be kept constant irrespective of lot size (N). (iii) Sample size (n) can be selected at the personal whim of the inspector.
A
i only
B
i, ii only
C
i, ii, iii
D
i, iii only
A researcher conduct a hypothesis test and observes values from sample mean and sample standard deviation when n = 25, that do not lead to rejection of null hypothesis. He calculates the p value as 0.0667. What will happen to the p value if he observes the same sample mean and standard deviation for a sample > 25?
A
Stay the same
B
Increase
C
Decrease
D
May increase or decrease
In a test of differences between proportions, two samples are taken. In the first sample, a sample size of 100 shows 25 successes. In the second sample, a sample size of 80 shows 25 successes. What would be the value of B in this case?
A
$$\frac{{30}}{{100}} + \frac{{25}}{{80}}$$
B
$$\frac{{30}}{{100}} \times \frac{{25}}{{80}}$$
C
$$\frac{{30 + 25}}{{100}}$$
D
$$\frac{{30}}{{100}} + \frac{{25}}{{180}}$$
Statement I A hypothesis test for comparing the variances of two independent populations with the help of variances of two small samples is known as chi-square test.
Statement II To test the hypothesis that the population standard deviation has a specific value on the basis of the values of sample standard deviation of small sized sample, F-test isrelevant.
A
Both statements are correct
B
Both statements are incorrect
C
Statement I is correct, while Statement II is incorrect
D
Statement I is incorrect, while Statement II is correct
Essentially in an experiment involving bacteria, we measure Optical density of the media where the bacteria grow at different time point from the same flask. If we have 2 or more types of bacteria and want to investigate whether the growth curve of those bacteria are significantly different, what do you think the best analysis can be applied for this purpose?
A
Linear regression analysis or general regression analysis
B
Non- linear regression analysis or general regression analysis
C
Logistic regression analysis
D
Stepwise regression analysis
A continuous process is set up for treatment of wastewater. Each day, 103 kg cellulose and 105 kg bacteria enter in the feed stream, while 102 kg cellulose and 1.5 x 102 kg bacteria leave in the effluent. The rate of cellulose digestion by the bacteria is 8 x 102 kg d-1. The rate of bacterial growth is 4x 102 kg d-l; the rate of cell death by lysis is 6 x 102 kg d-1. Write balances for cellulose and bacteria in the system.
A
1× 103 kg, 9 × 103 kg
B
1× 102 kg, 9.965 × 104 kg
C
1× 103 kg, 9.964 × 104 kg
D
1× 102 kg, 9 × 103 kg
A student was studying primate uterine thickness. She had 3 samples of uterine tissues. The thickness in mm for the samples are as follows: Sample A – 4 mm, Sample B – 10 mm, Sample C – 1 mm Given the knowledge of menstrual cycle in humans, what phases do you think each sample belongs to?
A
Sample A: Menstrual phase, Sample B: Follicular phase, Sample C: Luteal phase
B
Sample A: Proliferative phase, Sample B: Luteal phase, Sample C: Menstrual phase
C
Sample A: Secretory phase, Sample B: Menstrual phase, Sample C: Proliferative phase
D
Sample A: Menstrual phase, Sample B: Secretory phase, Sample C: Follicular phase