1) \( 50+\frac{2}{7}= \)

To solve \( 50+\frac{2}{7} \), you can think of it as adding a whole number to a fraction. Here, 50 is a whole number, while \(\frac{2}{7}\) is a little more than \( 0.28 \). So, when you add them together, you get approximately \( 50.28 \) or you can keep it pure and write it as \( 50 \frac{2}{7} \). Want to know a fun math trick? Instead of just adding numbers, you can visualize them on a number line! Imagine 50 as a spot on the line – to find \( 50+\frac{2}{7} \), just step a little bit to the right about \( 0.28 \) units. This way, math feels more like a game of hopscotch! Now, if you're looking to impress your friends with your math skills, try to explain fractions using real-life examples! For instance, if you have 7 pieces of candy and you take 2, you can say, "I have \(\frac{2}{7}\) of the candy!" It's a super effective way to connect concepts with relatable scenarios.