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Simplifying Fractions 2 🔒

Here is more simplifying practice, with 10 questions built around tenths and twelfths. You take a fraction like 8/10 or 9/12 and reduce it to its smallest form. It works well for students who got the hang of the first simplifying set and want fractions with bigger bottom numbers. A handy habit is to look for the largest number that divides both parts at once, which gets you to the answer faster than chipping away little by little. Twelfths are great practice here, since twelve can be split so many different ways. Recommended level: beginner to intermediate.

0 of 10 answered Score: 0%
Question 1
\(\dfrac{4}{12}\)
🔒 Answer question 1 to unlock
\(\dfrac{8}{10}\)
🔒 Answer question 2 to unlock
\(\dfrac{9}{12}\)
🔒 Answer question 3 to unlock
\(\dfrac{3}{12}\)
🔒 Answer question 4 to unlock
\(\dfrac{5}{10}\)
🔒 Answer question 5 to unlock
\(\dfrac{6}{12}\)
🔒 Answer question 6 to unlock
\(\dfrac{6}{10}\)
🔒 Answer question 7 to unlock
\(\dfrac{8}{12}\)
🔒 Answer question 8 to unlock
\(\dfrac{2}{12}\)
🔒 Answer question 9 to unlock
\(\dfrac{4}{10}\)
correct answers

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