Elitmus
Exam
Numerical Ability
Probability
Three cards are drawn from pack of ordinary cards.what is the probability the card drawn is king,queen and jack.
Read Solution (Total 13)
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- suppose he drawn king at first
P(E1)=4/52
now suppose he drawn queen at 2nd
P(E2)=4/51.
now suppose he drawn jack at 3rd.
P(E3)=4/50
As we know he drawn any one at 1st ,2nd and 3rd position
Therefore total probability=
4/52*4/51*4/50*3! = 16/5525 - 9 years agoHelpfull: Yes(37) No(8)
- (4c1*4c1*4c1)/52c3=4/52*4/51*4/50
- 9 years agoHelpfull: Yes(16) No(7)
- we can select a king by 4c1 ways.....similarly queen 4c1 and jack 4c1...
so (4c1*4c1*4c1)/52c3........=64/22100.....=16/5525 - 9 years agoHelpfull: Yes(10) No(0)
- 3!*(4/52)*(3/51)*(2/52)=6/5525
- 9 years agoHelpfull: Yes(5) No(6)
- 4*4*4/52C3=ANS
- 9 years agoHelpfull: Yes(2) No(1)
- 4/52*4/52/*4/52=1/2197
- 9 years agoHelpfull: Yes(1) No(4)
- There are 4 king,4 queen and 4 jack are in a deck
4c1 for king
4c1 for queen
4c1 for jack
p=(4c1*4c1*4c1)/52c3
--> 3 ! for picking cards(6 ways)
--> 6 ways are
k q j
k j q
q k j
q j k
j q k
j k q
p= 3!*(4c1*4c1*4c1)/52c3
=16/5525 - 6 years agoHelpfull: Yes(1) No(0)
- 6*4/52*4/51*4/50
- 9 years agoHelpfull: Yes(0) No(3)
- 4/54* 4/51* 4/50
- 9 years agoHelpfull: Yes(0) No(4)
- (4c1*4c1 *4c1)/(52c1*51c1*50c1)
- 9 years agoHelpfull: Yes(0) No(4)
- 6/5525
3!*4/52*3/51*2/50=6/5525
- 9 years agoHelpfull: Yes(0) No(1)
- After reading all the answers..I suppose the answer should be like-
12C1*8C1*4C1/52C3 - 9 years agoHelpfull: Yes(0) No(1)
- 12c3/52c3 total face caed are 12 and total number of cards is 52 so p=12c3/52c3
- 8 years agoHelpfull: Yes(0) No(1)
Elitmus Other Question
Oligodendrocytes are a group of highly specialised glial cells in the central nervous system. They are responsible for the formation of the fat-rich myelin sheath that surrounds the nerve fibres as an insulating layer. The comparison with the coating on electricity cables is an obvious one; however, myelin can do much more than act as the insulating layer on electricity cables: it increases the transmission speed of the axons and also reduces ongoing energy consumption. The extreme importance of myelin for a functioning nervous system is shown by the diseases that arise from a defective insulating layer, such as multiple sclerosis
Interestingly, the function of the oligodendrocytes goes far beyond the mere provision of myelin. Klaus-Armin Nave and his team at the Max Planck Institute in Göttingen already succeeded in demonstrating years ago that healthy glial cells are also essential for the long-term function and survival of the axons themselves, irrespective of myelination. “The way in which the oligodendrocytes functionally support their associated axons was not clear to us up to now,” says Nave. In a new study, the researchers were able to show that the glial cells are involved in, among other things, the replenishment of energy in the nerve fibres. “They could be described as the petrol stations on the data highway of the axons,” says Nave, explaining the results.
But how does the energy refuelling work? Is there a metabolic connection between the oligodendrocytes and axons? To find out, Ursula Fünfschilling generated genetically modified mice: the function of the mitochondria was deliberately disrupted in the oligodendrocytes through the inactivation of the Cox10 gene. This affects the final stages of sugar breakdown taking place in the mitochondria where energy is harnessed – a process known as the respiratory chain. If a link in this chain is missing, in this instance cytochrome oxidase, which is only functional when cells have the enzyme Cox10, the glial cells gradually lose the capacity for cell respiration in their mitochondria. “Without independent breathing, the manipulated glial cells of the nervous systems should have died,” explains the scientist. That is, unless the low level of energy harnessed from the splitting of the glucose to form pyruvate or milk acid, a process known as glycolysis, is sufficient for them.
And this is precisely what the scientists observed in their mice: the animals’ myelin was initially formed in the normal way. The loss of the mitochondrial respiratory chain, which started at this point, did not appear to affect the glial cells in the central nervous system. Even one year later, there were no neurodegenerative changes in the brain to be observed. The scientists assume that in the early weeks of life – a phase characterised by maximum energy requirement – the mutated oligodendrocytes still rely on many intact mitochondria. All of the more mature oligodendrocytes later appear to reduce the mitochondrial respiration and set it to energy generation through increased glycolysis. This has the advantage in healthy glial cells that the metabolic products which arise during the breaking down of glucose can be used as components for myelin synthesis. In addition, the lactic acid that arises in the oligodendrocytes can be given to the axons where it can be used to produce energy with the help of the axon’s own mitochondria.
“The complete loss of the respiratory chain in the deliberately modified oligodendrocytes probably elevates a developmental step that unfolds naturally,” explains Nave. Thus the loss of glial mitochondria does not result in the deterioration of the energy supply to the axons but, conversely, to an oversupply of exploitable lactic acid. The affected nerve pathways themselves have no problem demonstrably in metabolising the lactic acid from oligodendrocytes. Transport proteins ensure the rapid transfer of the lactic acid between the oligodendrocytes and their myelinated axons.
This finding provides a new understanding of the role of oligodendrocytes: in addition to their known significance for myelinisation, they can directly provide the axons with glucose products that can be used as fuel with the help of axonal mitochondria in periods of high activity. This coupling of glial cells could explain, among other things, why in many myelin diseases, for example multiple sclerosis, the affected demyelinised axons often suffer irreversible damage.
a bag contains white and black ball.2 ball is drawn from bag at random.what is the probablity of getting white ball.
1,black ball probablity is 1/3.
2.white ball is 24