Accountancy, asked by ilyasdanish, 7 hours ago

The asking fare for Rickshaw and tad drivers is on average Rs. 25.00 over the normal fare to cover up
for pesky riders who want to bargain furiously over the money. If you hire a taxi/Rickshaw for a ride
having a net worth of Rs. 80.00, what is the approximate chance that you would end up paying slightly
over Rs. 119.00 or slightly under Rs. 91.00? It is known that the fares are normally distributed and the
standard deviation for this distribution is Rs. 7.00. Take it for granted that for such distributions 95%
data is saturated within 2 standard deviations of the mean.​

Answers

Answered by rickyju1234
0

Answer:

can you send me the pic of the question then I can answer the question easily.

Explanation:

can you send me the pic of the question then I can answer the question easily.

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