Divide 46 by 23/7.
this is 14
:)
0 0 3 7
4 2 1 5 7 8
− 0
1 5
− 0
1 5 7
− 1 2 6
3 1 8
− 2 9 4
2 4
Answer:
the client could expect a maximum loss of -0.054/year (-5,4%/year)
Step-by-step explanation:
since the 68-95-99.7 rule states that states probability that the anual return stays between 1 standard deviation from the mean is 68% , 2 standard deviations → 95% and 3 standard deviations → 99.7%
Then we are almost certain that the annual return will stay between 3 standard deviations from the mean.
Thus the most a client can loose is approximately at 3 standard deviations from the mean = 0.066 - 3*0.04 = -0.054 (-5,4%/year)
Factor using difference of cubes, and set each factor equal to 0.
x=(-3+3i\sqrt(3))/(4),(-3-3i\sqrt(3))/(4),(3)/(2)