Non-Repeating Decimal 0.05 to Fraction 0.05 can be written as $5/100$ $5/100$ can be reduced by finding the GCF (Greatest Common Factor) from $5$ and $100$, which is $5$. Then divide both numerator (the top fraction ➡️ $5$) and denominator (bottom part ➡️ $100$) by $5$. $0.05 = 5/100 = 5/100 : (5/5) = (5 : 5)/(100 : 5) = 1/20$ So, $0.05 = 1/20$ ✅ 0.65 to Fraction 0.65 can be written as $65/100$ $65/100$ can be further simplified by finding the GCF, $5$. We divide both fraction parts by $5$. $0.65 = 65/100 = 65/100 : (5/5)$ = $(65 : 5)/(100 : 5) = 13/20$ Therefore, $0.65$ is $13/20$ ✅ 3.175 to Fraction 3.175 can be written as $3 + 0.175$ Convert the $0.175$ to fraction ➡️ $175/1000$ So we have a mixed fraction $3 175/1000$ $3.175 = 3 + 0.175$ $3 + 175/1000 = 3 + (175/1000 : (25/25))$ $3 + (175:25)/(1000:25) = 3 7/40$ $3.175 = 3 7/40$ ✅ Repeating Decimal 0.111111... to Fraction We have one-pattern repeating s...