Worldwide, more books were sold last year than in any previous year.
Statements
Math-y Comparison Last year > any previous year # of books sold
Last year > any previous year # of cookbooks sold
Last year, 1st time ever, cookbooks sold intended for beginners < 50% intended for non-beginners > 50%
Last year > any previous years # of cookbooks bought by pros
Distinction (one of the few)
Problem-Free Cooking is a cookbook, written for beginners, and, unlike almost all other books, it's available on every continent.
Evaluate
Is there any way to combine any of these ideas?
Typically, if we're handed a few general statements/rules and then given a specific fact (like Problem-Free Cooking), we want to see if any of those rules/statements apply to that specific fact.
We know that it's a cookbook, but there's no rule "if cookbook, then ___ ", so the fact that it's a cookbook doesn't tell us anything.
We know it's written for beginners. Does that mean purchased by beginners? Not necessarily. Professional cooks might buy cookbooks intended for beginners for their friends as gifts. We can't clearly connect this with our factoid that for the first time ever, most of the cookbooks purchased were bought by professional cooks.
And we know it's available on every continent, but that doesn't combine with any of the earlier facts.
The other place we'd look for combining ideas is with the multiple Mathematical Comparisons. Is there something we can mathematically derive by combining those?
Goal
Look for the most provable answer we can find, probably having to do with combining 2 or more of those first four math-y ideas.