Math can often feel overwhelming, but breaking down problems into simpler steps makes it much easier to understand. For instance, when asked "what's 60% of 20?" the key is to first understand what a percentage represents. Percent literally means "per hundred," so 60% is the same as 60 out of 100 or 0.6 as a decimal. To find 60% of 20, you multiply 20 by 0.6, which equals 12. This means 60% of 20 is 12. In real life, percentages are everywhere—from calculating discounts during shopping to figuring out tips, grades, or statistics. Practicing problems with different numbers and percentages can build confidence and improve your everyday math skills. From my experience, visualizing the percentages on a number line or using pie charts helps make abstract percentage values more concrete. Also, using a calculator for initial practice solidifies your understanding before doing it mentally. Remember, mastering these basics opens the door to more advanced concepts like percentage increase/decrease, profit and loss calculations, and data analysis. Keep exploring and practicing, and math will become less crazy and more manageable!