Answered: Task 3 Part 1 A: B: * [(7-9)³ - (-3)]…

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter8: Polynomials

Section8.1: Adding And Subtracting Polynomials

Problem 71PFA

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Question

E. Determine the largest number of widgets that can be placed in each box if it is required that all boxes contain the same number of widgets and each box contains only one color. Explain the steps and problem-solving strategy used to determine the answer.

1. Explain why the final answer is a greatest common divisor, least common multiple, or neither.

Note: The box size is not necessary information for completing parts E and E1.

F. Determine the answer to the following question: “In a factory, if both colors of widgets start production at the same time and run continuously, after how many minutes will their starting time align again?” Explain the steps and problem-solving strategy used to determine the answer.

1. Explain why the final answer is a greatest common divisor, least common multiple, or neither.

THIS IS FOR PART 3

Transcribed Image Text:Task 3 Part 1 A: 15 ÷ 3* * [(7 - 9)³ - (-3)] (-5)2 - [1-313-2 +2³] 15÷3*7-9³-(-3) -521-31³-2 +2³ Part 2 A local business has hats printed with its logo to give away at a booth at the town's summer festival. For last year's festival, the business ordered 512 hats and paid $1,341.67 for them. This year, the business plans to order 725 hats. Assuming the prices have not changed, how much will these 725 hats cost in dollars and cents? Part 3 There is a factory that makes widgets in different colors. The production time for each color is different. At the end of each day, all the widgets produced that day are placed in boxes. On a certain day, the factory made 1,485 orange widgets and 5,400 silver widgets. It takes 15 minutes to produce a batch of orange widgets and 40 minutes to produce a batch of silver widgets. Part 4 A botanist doing fieldwork assigns an eight-character alphanumeric code to each sample collected. The first character must be 6, 7, or 8; the next three characters can be any capital letter, A through Z; the fifth character could be any digit except for 0; and the rest of the characters can be any capital letter, B through K. Digits and letters can be repeated.

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