Answer:
Laura will have exactly $72.00 after purchasing the bicycle.
Step-by-step explanation:
We are given that Laura ends $115 per month of babysitting.
We also learn that she wants to save her money from June and July, which means she wants to save her money over a period of two months.
Therefore, she will earn $115 twice.
![\displaystyle{\$115 \times 2 = \$230}](https://tex.z-dn.net/?f=%5Cdisplaystyle%7B%5C%24115%20%5Ctimes%202%20%3D%20%5C%24230%7D)
Then, she wants to purchase a bicycle that costs $158, so we need to subtract the cost of the bicycle from her total earnings.
![\$230 - \$158 = \$72](https://tex.z-dn.net/?f=%5C%24230%20-%20%5C%24158%20%3D%20%5C%2472)
Therefore, Laura will have exactly $72.00 remaining after her purchase.
Answer:
6^8
Step-by-step explanation:
(6^4)(6^4)
6^8
or something like that
‘Shh d hbd hubs Dugan. Sub sub e. Skins suns
Answer:
Brownian Motion- The usual model for the time-evolution of an asset price S(t) is given by the geometric Brownian motion.
Now the geometric Brownian motion is represented by the following stochastic differential equation:
- Note- <em>coefficients μ representing the drift and σ,volatility of the asset, respectively, are both constant in this model.</em>
To solve the problem now we have the been Data provided:
μ= 0.12,
σ=0.24,
Step-by-step explanation:
<u>Step A:</u>
we have, the variables of Black Scholes Model, by putting the values of variables available, we get:
- S = Current stock price = 40
,
Next is, "r" the risk free rate,
- risk free rate, r = mu = 0.12
,
- time to maturity, T, as we have;
- T= 4 months = 4/12.
- T = 1/3 year(360 days)
<u>Step B:</u>
We now need to calculate the parameter d₂ of the Black Scholes Model. .
- The probability which we want is 1 - N(-d₂),
<u>Step C:</u>
As step C is done on excel for further calculations so, do use it if you are solving it on computer.