Alright, let me tell you how I figured out how to calculate 6 of 1000 accurately. First, I sat down at my desk, picked up a pen and a piece of paper. I knew I had to start from the basic concept of what “6 of 1000” meant.
I remembered that when we say “6 of 1000”, it usually means 6 percent of 1000. So, I started to think about how to calculate percentages. I recalled that to find a percentage of a number, you multiply the number by the percentage as a decimal.
I took out my calculator, just in case. First, I needed to convert 6 percent to a decimal. I divided 6 by 100, which was easy. I typed 6 ÷ 100 into the calculator and got 0.06. That was step one done!
Next, I had to multiply this decimal by 1000. I typed 0.06 × 1000 into the calculator. The result popped up: 60. But I wasn’t fully satisfied with just relying on the calculator. I wanted to double – check it manually.
I wrote down 1000 on the paper and thought about what 0.06 times 1000 really meant. I knew that 0.06 was like 6 parts out of 100. So, I divided 1000 by 100, which gave me 10. Then I multiplied this 10 by 6, and guess what? I also got 60. That was step two and the double – check done!
To make sure I really understood it, I tried some similar problems. I calculated 3 of 1000 and 9 of 1000. For 3 of 1000, I first converted 3 percent to a decimal (3 ÷ 100 = 0.03), then multiplied it by 1000 (0.03 × 1000 = 30). For 9 of 1000, I did the same thing: 9 ÷ 100 = 0.09, and 0.09 × 1000 = 90.
After doing these extra calculations, I felt really confident that I knew how to calculate percentages accurately. So, that’s my whole process of figuring out how to calculate 6 of 1000. It might seem simple, but going through these steps really helped me understand the concept better.