Question

Can you help so I can see where I messed up?

Answer 1

Jane recognizes a negative non-verbal reaction from her boss and promptly commits to correcting overlooked mistakes. More information, such as the nature of the mistakes and deadlines, may be found by communicating with the boss or reviewing work details.

Step-by-step explanation:

The information you have found so far indicates a situation where Jane is interpreting a non-verbal reaction from her boss. Jane has realized her initial response may have been inadequate and she quickly offers a more proactive solution by acknowledging her oversights and committing to address the mistakes promptly.

From the given scenario, some questions to consider for further information might be:

• What specific mistakes did Jane overlook?
• What is the nature of the work or project involved?
• What is the expected deadline or time frame to fix these mistakes?

These details are most likely to be found through direct communication with her boss, reviewing the project requirements, or examining the work done so far.

Answer 2

Since we are looking for length L, we rearrange the equation using L on the left side.

`\begin{gathered} T=2\pi\sqrt[]{(L)/(g)} \\ 2\pi\sqrt[]{(L)/(g)}=T \\ \frac{2\pi\sqrt[]{(L)/(g)}}{2\pi}=(T)/(2\pi) \\ \mleft(\sqrt[]{(L)/(g)}=(T)/(2\pi)\mright)^2 \\ (L)/(g)=(T^2)/(4\pi^2) \\ L=(T^2g)/(4\pi^2) \end{gathered}`

Now that we have the equation for L, substitute using the following given:

g = 32 ft/s^2, and T = 1 second

`\begin{gathered} L=(T^2g)/(4\pi^2) \\ L=\frac{(1s)^2(32\text{ ft/s}^2)}{4\pi^2},\text{ the }s^2\text{ cancels out} \\ L=\frac{32\text{ ft}}{4\pi^2} \\ L=\frac{8\text{ ft}}{\pi^2} \\ L=0.8105708384579\text{ ft} \\ \text{Convert to inches} \\ 0.8105708384579\text{ ft}*\frac{12\text{ inch}}{1\text{ ft}} \\ =9.72685\text{ inch} \\ =10\text{ inch (rounded off to the nearest inch)} \end{gathered}`