Spark notes is a great website to look for summaries of books. i Read those all the time and pass all my quizzes and tests.
Answer:
Explanation:
Jerry had just alighted the bus and lost his trombone. On realizing that he had lost his trombone Jerry started looking around. If he did not get his trombone back, Jerry’s parents were to pay nine hundred dollars for the trombone. The bus drive back home for Jerry was pure agony. It reminded him of what had happened previously in the bus where she had lost the trombone.
The trombone Jerry was about to go to trombone lessons.
Upon arrival, he realized that he had forgotten his trombone on the bus. He called the bus company's lost and found and went the next day with his father, hoping that someone found his trombone. But nobody had turned in a trombone. When he went to music school the next day, he saw his teacher Nadine holding his trombone. She explained to him that another passenger found the trombone and turned it in at the music school. Jerry was relieved and vowed he would never do anything wrong again.
Jerry stepped off the bus at the music school and went into it to see his teacher Miss Nadine, they started talking and Jerry realized that he had lost his Trombone. The teacher suggested him to go back to his house and try to find it in his way. Jerry gets into the bus and feels really sad because it reminds it to the previous bus where he had lost his Trombone, he told the bus driver what had happened and the driver advised him to go to the Bus Company to see if they have the trombone in the lost and found section.
Jerry’s father took him to the Bus company but there was no luck, the trombone was not there. Then Jerry starts regretting being so silly but the father tells him those kinds of things happen and that he is a normal kid and has done many right things, and that they will find a way to solve the problem.
They go back to the music school where the teacher tells him that a passenger from the bus had returned the trombone.
When you're simplifying equations, you have to collect the like terms (the similar ones, eg- fractions would be like terms, and so would letters).
When you're simplifying, you also have to take note of the operation before the equation.
1) Firstly, collect the like terms of M (M and -4M). As M comes before -4M, you have to add -4M to M. As -4M is a negative, this overwrites the addition, and this becomes M-4M. This then gives you -3M. The same applies to the fractions, as you have -1/6 + 5/6, you have to add 5/6 to -1/6, and this gives you 4/6, or 2/3 simplified. Therefore, you put these together- and this gives you -3M + 4/6, however, you normally have a negative number second, so one this has been rearranged, this gives you 4/6-3m.
2). Same applies to this one, you also have to collect the like terms of W. 2.3W and -3W. You simply have to subtract -3W from 2.3W, and this gives you -0.7W. You now have to collect the numbers, and you have -7 and 8. 8 is a positive, therefore, you have to add 8 to -7, giving you 1. Therefore, when you collect the like terms, this gives you -0.7W+1. As aforementioned, you cannot have a negative first, so one this is rearranged, this gives you 1-0.7W
Hope this helps :)
