It is given Nadia goal is to sell 100 tickets out of which she has already sold 17 tickets .
Total number of tickets = 100
Number of tickets sold =17
Number of tickets left = 100-17=83
Nadia can sell 10 tickets in a day
Number of days required to sell remaining 83 tickets if 10 tickets is sold everyday = 83÷10=8.3
Nadia will need minimum of 8+1=9 days to sell the tickets.
Option D 9 is the right answer.
Part A:
The amount of substance left of a radioactive substance with a half life

and amount of initial substance

is given by

Given that th<span>e
isotope samarium-151 has a half-life of
around 96.6 years and the rock contains 5 grams of samarium-151 when it
reaches its closure temperature, and it contains 0.625 grams when it is
discovered.
</span><span>The time since the rock reached its closure temperature is obtained as follows:

Therefore, </span>t<span>he time since the rock reached its closure temperature is 289.8 years.
Part B:
Given that the </span><span>rock
contains 5 grams of samarium-151 when it reaches its closure
temperature, and it contains 0.625 grams when it is discovered. The number of grams of europium-151 when the rock was discovered is 5 - 0.625 = 4.375</span>
Answer:
4.62910049578
Step-by-step explanation:
variation is standard deviation squared
variance = 21.428571428571
square root variance for answer.