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MaRussiya [10]
4 years ago
13

ts) The unit price of a certain commodity evolves randomly from day to day with a general downward drift but with an occasional

upward jump when some unforeseen event excites the markets. Long term records suggest that, independently of the past, the daily price increases by a dollar with probability 0.45, declines by 2 dollars with probability 0.5, but jumps up to 10 dollars with probability 0.05. Let C0 denote the price today and Cn the price n days into the future. How does the probability PrCn ¡ C0s behave as n
Mathematics
1 answer:
zheka24 [161]4 years ago
4 0

Answer:

Sorry I have no idea lol. I hope you find your answer soon.

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3 (1 2t) = 3t + 5 !!​
Nadya [2.5K]

Answer:

2/3

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3+6t=3t+5

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John brought a jacket for $5 less than half its original price. If he paid $50 for the jacket, what was the original price? Show
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Answer:

95

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3 years ago
1/4 of Mai’s height is equal to 2/5 of Jon’s height. Find the ratio of Mai’s height to Jon’s height.
nasty-shy [4]

1/4th of Mai’s height is equal to 2/5th of Jon’s height

Let 'x' represent Mai's height and 'y' represent Jon's height.

Therefore, 1/4th of "x" should be equal to 2/5th of "y". This gives us the following equation :

(1/4)x = (2/5)y

multiply both sides by 4/y

x/y = 4*(2/5)

x/y = 8/5

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The ratio of Mai's s height to Jon's height is 8 to 5

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