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A student opens a mathematics book to two facing pages. The product of the page number is 1332. Find the page numbers First page Second page
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So, we can assume that the first page is x; in that case the next page is x+1 so then we can set up an equation to help us.\[x*(x+1)=1332\] we can expand that to the polynomial: \[x^2+x=1332\] we then solve for x and it will tell us the first page (then add one for the second page) you should get -37 and 36 as the roots, we can rule out -37 because books dont generally have negative pages, and we know: First page: 36 Second page: 37
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