Your friend Abbie is making a movie. She wants to determine how long the candles will last. She takes a picture, light the candles, and then lets them burn for 1 hour. She then takes a second picture. You can assume that each candle burns at its own constant rate BackNextShe takes a picture, lights the candles, and then lets them burn for 1 hour. She then takes a seconYou can assume that each candle burns at its own constant rate.First Picture:Second Picture:Candle ACandle ACandle BCandle BTime = 0 hrsTime = 1 hrCandle Type A initial height = 20 cmCandle Type B initial height = 10 cmCandle Type A height after burning for 1 hour = 16 cmCandle Type B height after burning for 1 hour = 9 cmacer%232$&24.78.9.etyug.jC Vbaltctrl 6.For her next film, Abbie wants candles that will burn for exactly 8hours. You want to give her a choice by designing two differentcandles (Type C and Type D).Using the equation h = k + nt, determine two different pairs ofvalues for k and n that will meet the requirement to burn down to aheight of 0 cm in exactly 8 hours.Complete the table to show two possible sets of values for k and n foryour new candle designs.kCandle Type CCandle Type Dacer

Solution: The equation is h=k+nt ......(1) In 8 hours, that is t=8, the height becomes 0 cm, that…

Answered: For her next film, Abbie wants candles…

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015

1st Edition

ISBN:9781680331141

Author:HOUGHTON MIFFLIN HARCOURT

Publisher:HOUGHTON MIFFLIN HARCOURT

Chapter8: Graphing Quadratic Functions

Section: Chapter Questions

Problem 30CR

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Your friend Abbie is making a movie. She wants to determine how long the candles will last. She takes a picture, light the candles, and then lets them burn for 1 hour. She then takes a second picture. You can assume that each candle burns at its own constant rate

Back
Next
She takes a picture, lights the candles, and then lets them burn for 1 hour. She then takes a secon
You can assume that each candle burns at its own constant rate.
First Picture:
Second Picture:
Candle A
Candle A
Candle B
Candle B
Time = 0 hrs
Time = 1 hr
Candle Type A initial height = 20 cm
Candle Type B initial height = 10 cm
Candle Type A height after burning for 1 hour = 16 cm
Candle Type B height after burning for 1 hour = 9 cm
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6.
For her next film, Abbie wants candles that will burn for exactly 8
hours. You want to give her a choice by designing two different
candles (Type C and Type D).
Using the equation h = k + nt, determine two different pairs of
values for k and n that will meet the requirement to burn down to a
height of 0 cm in exactly 8 hours.
Complete the table to show two possible sets of values for k and n for
your new candle designs.
k
Candle Type C
Candle Type D
acer

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