You have to go look it up forthe answer
The best word to replace "have" is the word "manage".
<h3>What is an effective word?</h3>
A word is considered effective/ineffective depending on whether the word transmits the author's message. In the case of Nancy, she wants to show students struggle as they deal with classes, homework, and extracurricular activities.
<h3>How to replace the word "have"?</h3>
The word "have" is ineffective because it does not completely show how difficult the situation is for students. One word that can show this struggle is "manage" because this emphasizes Nancy's point of view.
Note: This question is incomplete because the text and options are missing; here are the missing sections:
Four Days Is Enough
(1) Students, are you having a difficult time completing all the activities in your schedule? (2) Teachers, are you exhausted from nonstop work? (3) You are not alone. (4) Every day in schools across the nation, teens have challenging classes, hours of homework, and extracurricular activities such as sports and music.
Options:
A) Carry
B) Accept
C)Manage
D)Enroll
Learn more about words in: brainly.com/question/28611
True about the prevalence of stock option awards is that many large and medium-sized companies grant stock options. This is further explained below.
What is a company?
<h3>What is
a stock option?</h3>
Generally, a contract for the purchase or sale of stock options. a right to acquire company shares at a certain price, generally within a predetermined time frame, that is provided by a business to its officials or workers as a form of remuneration.
In conclusion, Numerous big and medium-sized organizations give stock options, which is a fact about the popularity of stock option grants.
Read more about stock options
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Answer:
annually compounded interest at 7. 5% for three years will pay more by $22.97
Explanation:
Simple interest
A = P (1+ rt)
A = final amount
P = initial principal balance
r = interest rate
t = number of time periods elapsed
A = 10000(1+0.08x3) = $12,400
Annual compound interest
A = P (1+ r/n)^nt
A = final amount
P = initial principal balance
r = interest rate
n = number of times interest applied per time period
t = number of time periods elapsed
A = 10000(1+0.075/1)^(1x3) = $12,422.97
$12,422.97 - $12,400 = $22.97
