A grocery store sells two brands of sauerkraut. Brand X sells for $3.94 per jar while the No-Name brand sells for $3.51 per jar. If 42 jars were sold for a total of $155.16, how many jars of each brand were sold?
A grocery store sells two brands of sauerkraut. Brand X sells for $3.94 per jar while the No-Name brand sells for $3.51 per jar. If 42 jars were sold for a total of $155.16, how many jars of each brand were sold?
Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
Publisher:Lynn Marecek, MaryAnne Anthony-Smith
Chapter3: Math Models
Section3.1: Use A Problem-solving Strategy
Problem 3.2TI: Two-fifths of the songs in Mariel’s playlist are country. If there are 16 country songs, what is the...
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Question
A grocery store sells two brands of sauerkraut. Brand X sells for
$3.94
per jar while the No-Name brand sells for
$3.51
per jar. If
42
jars were sold for a total of
$155.16,
how many jars of each brand were sold?
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