An author has received an advance against royalties of $10,000 . The royalty rate is $1.00 for every book sold in the United States, and $1.35 for every book sold outside the United States. Define variables for this problem and write an expression that could be used to calculate the number of books to be sold to cover the advance
Let x1 = the number of books sold in the U.S.
Let x2 = the number of books sold outside the U.S.
10000 = 1x1 + 1.35x2
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