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The Amount of Money That Jon Can Save After Working μs\mu _ { \mathrm { s } }

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The amount of money that Jon can save after working for a summer is a random variable S with a mean of μs\mu _ { \mathrm { s } } and a standard deviation of σs\sigma _ { s } .After saving this money Jon plans to go on a trip to India.He will change his money into Rupees at an exchange rate of 43 Rupees to one Dollar.This money he will bring to India.When he arrives in India he will buy a used motorbike.The price in India of a motorbike of the type he wants is a random variable B with a mean of μb\mu \mathrm { b } Rupees and a standard deviation of σb\sigma b Rupees. The amount of money Jon will have left (in Rupees) after changing his savings into Rupees and buying a motorbike in India is a random variable P which can be expressed in terms of S and B as P=43SBP = 43 S - B Find expressions for the mean and variance of the random variable P.Assume that Jon's savings and the price of the bike are independent.


Definitions:

EPSP

Stands for Excitatory Postsynaptic Potential, a temporary increase in postsynaptic membrane potential caused by the flow of positively charged ions into the postsynaptic cell, making it more likely that the cell will fire an action potential.

Depolarization

A decrease in membrane potential that makes the interior of a cell less negative compared to the outside, crucial for nerve impulse transmission.

Voltage-Gated Channel

A type of protein channel in cell membranes that opens or closes in response to changes in electrical membrane potential.

Synaptic Vesicle

Secretory vesicle in the presynaptic terminal containing neurotransmitter substances.

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