![vanessa8527](/avatars/1198.jpg)
vanessa8527
06.09.2021 •
Mathematics
On the Trail
Two people in helmets ride bicycles down a path surrounded by bushes and trees. The person in front points toward an object on the ground.
My name is Luis. Two weeks ago on Saturday, my friend Justin and I were biking along Riverside Trail. The ride along the trail was so peaceful and quiet that Justin and I had barely spoken to one another at all. Then, to my surprise, all at once Justin shouted, “There’s something sparkling under those bushes. Let’s see what it is!”
We got off our bikes, parked them beside the trail where they would be out of the way, and started searching under the bushes. Justin and I took the opportunity to cool off with a few sips of cold water, when I spotted something bright shining under the foliage and exclaimed, “Oh my gosh! It’s a wallet with jewels on it.” I went over to the spot, brushed away a few leaves, picked it up, and we saw that the wallet had sparkling imitation jewels.
“We should try to find the owner, so let’s see if there is some form of identification inside,” I said. “This wallet must be something of great value to someone, and we should try to return it.”
After looking inside all the interior pockets of the wallet, we found three photographs, some money, and a library card for Mary Johnson. Justin said, “We can try to find Mary Johnson’s phone number on the Internet.”
We headed for the computer at Justin’s house and searched for Johnson in a directory for our town. We found eight Mary Johnsons and two M. Johnsons. There were just too many Mary and M. Johnsons to complete a successful search.
Justin, in a sad and defeated voice asked, “Should we throw in the towel?”
I said, “No, we shouldn’t give up; we have only started to look. We could start calling, but what if she lives in another town and only comes here to bike, or what if she has an unlisted number? We should look for other clues first, in order to narrow down the possibilities.”
Next, we examined the snapshots that had been carefully preserved inside the wallet. One was very old, and another was of a boy about two years old with William, 2011 written on the back. The third showed a girl about seven in front of Mount Rushmore, and Annalee, 2011 was written on the back.
Justin guessed, “William and Annalee might be Mary Johnson’s children. On Monday, we could see if she goes to our school. But that’s a long time for Mary Johnson to wait for her wallet, so let’s look for other clues.”
We went through the wallet again and found, tucked in back, an appointment card for an eye examination at a mall in town. The appointment was for two o’clock—that same day! I said, “If we want this plan to succeed, we have to get to the mall before two o’clock, and we have no time to lose.”
Justin said, “My mom probably will drive us. I’ll ask her.”
So that is how we got to the mall at exactly three minutes before two. We hurried into the waiting room at the doctor’s office. Almost immediately a worried-looking woman came in. She said, “I have a two o’clock appointment. My name is Mary Johnson.”
Justin and I introduced ourselves and showed her the wallet. As soon as Mr. Johnson saw her wallet, the concerned look left her face and her eyes lit up. She smiled at us and said, “What a relief! I have been so upset all day. I have been beside myself!”
Mrs. Johnson thanked us repeatedly. She was elated to have back her money and the photos of her children and great-grandparents.
After we explained where we found the wallet, she said, “I took the children for a bike ride this morning. William was in a cart that I attach to my bike. He must have found the wallet in my bag and tossed it from the cart.”
She added, “You two deserve a reward,” and she handed each of us five dollars. It was worth missing the rest of our Saturday bike ride, and it was fun using clues to solve the problem!
What reasons does Luis mention for giving up the plan to call the owner of the wallet? Select two choices.
A.
There is not enough time.
B.
There are too many M. or Mary Johnsons.
C.
They would rather finish the bike ride.
D.
They decide to keep the wallet.
E.
She may have an unlisted number.
F.
They could not use the Internet.
Solved
Show answers
More tips
- W Work and Career Secrets of Punctuality: How to Learn to Never Be Late?...
- L Leisure and Entertainment How to Choose the Perfect Gift for Men on February 23rd?...
- H Health and Medicine How to Treat Whooping Cough in Children?...
- H Health and Medicine Simple Ways to Lower Cholesterol in the Blood: Tips and Tricks...
- O Other How to Choose the Best Answer to Your Question on The Grand Question ?...
- L Leisure and Entertainment History of International Women s Day: When Did the Celebration of March 8th Begin?...
- S Style and Beauty Intimate Haircut: The Reasons, Popularity, and Risks...
- A Art and Culture When Will Eurovision 2011 Take Place?...
- S Style and Beauty How to Choose the Perfect Hair Straightener?...
- F Family and Home Why Having Pets at Home is Good for Your Health...
Answers on questions: Mathematics
- M Mathematics Factorise fully 4y - 6...
- M Mathematics The bureau of the census reports that the median family income for all families in the united states during the year 2003 was $43,318. that is, half of all american...
- M Mathematics Please help question in picture...
- M Mathematics The distance from the coffee shop to the school is 10 miles. On the map, the coffee shop is 7.5 inches from the school. Which one of the following gives the scale used...
- M Mathematics Shooters a, b, and c are having a truel. the probability that shooter a hits his target is p a , the probability that b hits his target is p b and p a p b 1, and the...
- S Social Studies You are working in a small group in the back of the classroom. your instructor asks your group to talk more softly. you all speak more quietly, but your instructor...
Ответ:
Number of cases of tea bags the Mad could buy is atmost 13.
Step-by-step explanation:
Since we have given that
Number of cases = x
Cost of a case of tea bags = 15 gold coins .
Since he has atmost 200 gold coins.
so, the inequality will be
Hence, Number of cases of tea bags the Mad could buy is atmost 13.