Divide 240 g in the ratio \( 5: 3: 4 \)

To divide 240 g in the ratio \( 5: 3: 4 \), first, add up the parts of the ratio: \( 5 + 3 + 4 = 12 \). Now, divide the total weight by the total parts: \( 240 g \div 12 = 20 g \). Next, multiply each part of the ratio by 20 g: - For 5 parts: \( 5 \times 20 g = 100 g \) - For 3 parts: \( 3 \times 20 g = 60 g \) - For 4 parts: \( 4 \times 20 g = 80 g \) So, the final division is 100 g, 60 g, and 80 g. Want to impress your friends? Next time you tackle a problem with ratios, you could try visualizing it with colored objects. For example, grab 5 red marbles, 3 blue marbles, and 4 green ones, and watch how the ratios pop visually! This not only makes it more fun but also solidifies your understanding. If you're looking for more insights into ratios, consider exploring famous mathematicians like Archimedes, who delved deeply into proportions and their applications in architecture and nature. A fascinating read on the golden ratio can reveal how it connects art and nature, proving that math is everywhere, even in the beauty of a sunflower!