We want to add the following 2 fractions:
Denominator 1 ≠ Denominator 2.We need matching denominators
Multiply fraction 1 numerator * fraction 2 denominator.
Multiply fraction 2 numerator by the fraction 1 denominator
We add those 2 results, and get our numerator.
Our denominator is the product of the denominators of both fractions.
| Fraction 1 + Fraction 2 = | Numerator 1 x Denominator 2 + Numerator 2 x Denominator 1 |
| | Denominator 1 x Denominator 2 |
| Fraction 1 + Fraction 2 = | 1 x 7 + 6 x 5 |
| | 5 x 7 |
| Fraction 1 + Fraction 2 = | 7 + 30 |
| | 35 |
| Fraction 1 + Fraction 2 = | 37 |
| | 35 |
Check if simplified
Our fraction is already reduced.
This means our fraction has a Greatest Common Factor (GCF) = 1.
Therefore, we have our answer:
Answer = 37/35
Final Answer
37/35
