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Algebra Level 1

\[\dfrac{2017 \times (2016^2 -16) \times 2015}{2020 \times (2016^2 - 1)}\]

Find the value of the expression.

2011 2012 2013 2014 2015 2016 2017 2018

Excel in math and science

Master concepts by solving fun, challenging problems.

It's hard to learn from lectures and videos

Learn more effectively through short, conceptual quizzes.

Our wiki is made for math and science

Master advanced concepts through explanations,
examples, and problems from the community.

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including olympiad champions, researchers, and professionals.

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View solutions

by Jason Chrysoprase

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