J ll T-Mobile LTE( 12:55 p. m.81% 44) An inflatable pool has sprung a leak. You placea 1-gallon cup under the leak and find that it fills upin 140 seconds. How many ounces per minute is theswimming pool losing?5) Hannah makes 6 cups of cake batter. Sheand levels all the batter into a rectangular cake panwith length of 11 inches, a width of 7 inches, and adepth of 2 inches. One cubic inch is approximatelyequal to 0.069 cup. What is the depth of the batter inthe pan when it is completely poured in? Round youranswer to the nearest 1/8 of an inch. (Hint: Volumepourslength times width times depth, for a rectangularprism).in.7 in.11 in. .l T-Mobile LTEe 12:50 p. m.60 seconds = 1 minute1,760 yards = 1 mile60 minutes = 1 hour128 ounces = 1 gallonO 81% 41) John has a roll of ribbon that is 500 centimeterslong. Jessica has a roll that is 255 inches long. Howmany inches of difference are there between the longerroll and the shorter roll?2) Harriet and Adam both took bike rides andrecorded the amount of time they spent riding. Harrietrode her bike for 180 minutes, while Adam rode hisbike for 2.5 hours. How many minutes of differencewere there between the longer bike ride and the shorterbike ride?3) Jake bought a car engine that has a volume of5,000 cubic centimeters. What is the volume of theengine in cubic inches?

Name: J ll T-Mobile LTE( 12:55 p. m.81% 44) An inflatable pool has sprung a
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Description: J ll T-Mobile LTE( 12:55 p. m.81% 44) An inflatable pool has sprung a leak. You placea 1-gallon cup under the leak and find that it fills upin 140 seconds. How many ounces per minute is theswimming pool losing?5) Hannah makes 6 cups of cake batter. S

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Answered: 1) John has a roll of ribbon that is…

Math

Advanced Math

1) John has a roll of ribbon that is 500 centimeters long. Jessica has a roll that is 255 inches long. How many inches of difference are there between the longer roll and the shorter roll?

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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