2. Cookies have to be in the oven between 8 and 12 minutes and brownies have to be in the oven between oand 14 minutes. Which of the following represents all times, t, when both are in the oven at the same time?(3) 8<1514(1) 9<1512(4) 12sts14(2) 8st514APPLICATIONS4. A new office-residential building just opened in Lagrangeville and the contractor is monitoring the wateruse. For the most part, water is used by the office between the hours of 7 AM-7 PM and the residentialsection between 12AM-9 AM or 3PM- 12AM, including the endpoint times.(a) Create a compound inequality writte(residential and office) are using water at the same time. Graph the solution on the number line given.Assume that 12 AM corresponds to zero and a time such as 3 PM correspónds to 15. As a start, it mighthelp to graph each individual section's water use and see where they overlap.in interval notation that represents the hours that both sections1824(b) If the water heater in the building cannot sustain more than 4 hours of use from both parties at the sametime, will there be a period of the day that cold water will start to be produced? ExplainREASONING5. Aidan wrote the interval (-5, 4] and claimed it was equivalent to the graph below. Explain what he didwrong and correct his mistake.-105.10

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Description: 2. Cookies have to be in the oven between 8 and 12 minutes and brownies have to be in the oven between oand 14 minutes. Which of the following represents all times, t, when both are in the oven at the same time?(3) 8<1514(1) 9<1512(4) 12sts14(2) 8st

Given: Cookies have to be in the oven for 8 to 12 minutes Brownies have to be in the oven for 9 to…

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3. Cookies have to be in the oven between 8 and 12 minutes and brownies have to be in the oven between o and 14 minutes. Which of the following represents all times, 1, when both are in the oven at the same time? (1) 9SIS12 (3) 85IS14 (2) 851S14 (4) 12SIS14

3. Cookies have to be in the oven between 8 and 12 minutes and brownies have to be in the oven between o and 14 minutes. Which of the following represents all times, 1, when both are in the oven at the same time? (1) 9SIS12 (3) 85IS14 (2) 851S14 (4) 12SIS14

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

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Question

100%

2. Cookies have to be in the oven between 8 and 12 minutes and brownies have to be in the oven between o
and 14 minutes. Which of the following represents all times, t, when both are in the oven at the same time?
(3) 8<1514
(1) 9<1512
(4) 12sts14
(2) 8st514
APPLICATIONS
4. A new office-residential building just opened in Lagrangeville and the contractor is monitoring the water
use. For the most part, water is used by the office between the hours of 7 AM-7 PM and the residential
section between 12AM-9 AM or 3PM- 12AM, including the endpoint times.
(a) Create a compound inequality writte
(residential and office) are using water at the same time. Graph the solution on the number line given.
Assume that 12 AM corresponds to zero and a time such as 3 PM correspónds to 15. As a start, it might
help to graph each individual section's water use and see where they overlap.
in interval notation that represents the hours that both sections
18
24
(b) If the water heater in the building cannot sustain more than 4 hours of use from both parties at the same
time, will there be a period of the day that cold water will start to be produced? Explain
REASONING
5. Aidan wrote the interval (-5, 4] and claimed it was equivalent to the graph below. Explain what he did
wrong and correct his mistake.
-10
5.
10

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