A person walking because there moving which is mechanical energy.
Answer:
1. Take driver’s education.
2. Take and pass the driving test (get my driver’s license).
3. Search for insurance (and be a smart insurance shopper!).
4. Buy auto insurance.
5. Receive valid insurance card from insurance company.
6. Oops! I got into a fender bender.
7. Exchange insurance information with the other driver.
8. File a claim with your insurance company.
9. Allow insurance company to view the damage.
10. Finalize claim with your insurance company
11. Pay deductible.
Explanation:
It's a good idea to have an insurance card before you get into an accident. In my experience, the last step in the process is to pay the deductible to the auto body shop at the point the repair is finished. Typically, they have already been in communication with the insurance company to obtain the rest of the payment.
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In one accident I had, the "finalize claim" step was last, after the insurance company had sued the uninsured motorist for damages. There was an additional settlement after the step where I paid the deductible.
I believe the answer is B. <span>sound bites in the media.
Sound bites in the media refers to the short phrases that summarize what the speaker have to say.
Even though sound bites often used in meda interview, it wouldn't played any role in interpreting judicial decisions.</span>
Answer:
Explanation:
The gravitational potential energy can be found using the following formula
Where <em>m</em>= mass, <em>g</em>= gravitational acceleration, and <em>h </em>= height.
We know the the mass of the woman is 70 kilograms and the height is 3,940 meters
If we assume this parachute is on Earth, then the gravitational acceleration is 9.8 m/s²
Substitute the values into the formula.
Multiply the first two numbers first.
- 1 kg*m/s² is equal to 1 Newton. Therefore, the first number (686 kg*m/s²) is also equal to 686 Newtons
Multiply again.
- 1 Newton meter is equal to 1 Joule. So, our answer of 2702840 N*m is equal to 2702840 J
The potential energy of the women is<u> 2,702,840 Joules </u>
