CSIR NET Life Sciences December 2008 Paper (Part 2 of 14)
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- Correct algorithms for computing distance (X = u βΉ t) for time 1 to 100 sec. Will be (considering constant speed)
- Do i = 1 to 100
- Do t = 1 to 100 x (t) = x βΉ i x = u βΉ t i = i + 1 t = t + 1
- Do i = 1 to 100
- Do t = 1 to 100 x (t) = u βΉ t x = u βΉ t i = i + 1 t = u + 1
- Among the following which salt occurs in human body
- NaCl
- KCN
- HCN
- H2SO4
- Rock βAβ is layered on rock βBβ and rock βCβ is intrusion through A and B as shown in diagram the correct explanation for diagram is
- βAβ is younger than B & C is younger than A
- βBβ is younger than A & C is younger than B
- βCβ is younger than A & C is younger than A
- βCβ is younger than B & A is younger than C
- Current passing through A-B in amperes as shown in diagram will be
- 0
- 1
- 2
- 0.5
- If 7g of NaoH is dissolved in 350 ml water the molarity of resultant solution will be
- 0.5M
- 2.5M
- 50 M
- 25M
- A race was held between Hare & tortoise. Hare run fast &took rest in middle and then completed race while tortoise moved at constant speed and completed race earlier then hare. The correct representation of this story is (represent tortoise and ________ for hare) (IFAS Answer 4)
- A bacterial population become half after one minute, the reduction in population depends on population at time t, what would the remaining population after 2 min of original population
- Fog, which is commonly observed during winter and causes problem to flight take off mainly seen at
- Low altitude with pollution
- High altitude with no pollution
- High latitude with pollution
- Low latitude without pollution
- The algorithm computes X = 0 N = 0 T = 0 For i = 1 to N Sum (X) = x + I STOP
- Computes sum for array βNβ
- Computes product of array βNβ
- Computes factorial of array βNβ
- Calculates sum of any integers
- An apple falls from a tree, to hit apple from a bullet gun fired (distance between apple & gun is 100 m both are at height 5m)
- exactly at apple
- slightly above the apple
- slightly beneath the apple
- 1 m below original position of apple