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Simplifying Fractions 4 🔒

Ten fractions, one task: shrink each one down to its lowest terms. If you've been building up your simplifying skills, this set keeps the momentum going with denominators in the teens. A couple of the prompts you'll see are 9/15 and 4/16, and the trick each time is finding the largest number that divides both parts cleanly.

One thing worth noticing: some fractions reduce in a single step while others need two or three. 12/16, for instance, lands on three quarters. Spotting that bigger common factor early saves you a lot of time. Recommended level: beginner to intermediate.

0 of 10 answered Score: 0%
Question 1
\(\dfrac{4}{16}\)
🔒 Answer question 1 to unlock
\(\dfrac{12}{15}\)
🔒 Answer question 2 to unlock
\(\dfrac{9}{15}\)
🔒 Answer question 3 to unlock
\(\dfrac{6}{15}\)
🔒 Answer question 4 to unlock
\(\dfrac{8}{16}\)
🔒 Answer question 5 to unlock
\(\dfrac{6}{16}\)
🔒 Answer question 6 to unlock
\(\dfrac{10}{16}\)
🔒 Answer question 7 to unlock
\(\dfrac{10}{15}\)
🔒 Answer question 8 to unlock
\(\dfrac{2}{16}\)
🔒 Answer question 9 to unlock
\(\dfrac{12}{16}\)
correct answers

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