Question 1102007
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While it is useful to know how to solve this problem using formal algebra, it can also be a useful exercise in logical thinking to solve the problem informally.<br>
In the total of $60.26, Zoey's bill was $5 more than one-half of Logan's bill.<br>
So have Zoey pay that "extra" $5; now Zoey's remaining bill is exactly half of Logan's, and the remaining total is $55.26<br>
So divide the $55.26 into 3 equal parts; 1 part is Zoey's and 2 parts are Logan's.
{{{55.26/3 = 18.42}}}
So Zoey's bill was $18.42, plus the $5 she paid earlier, for a total of $23.42.