Question
Which steps should be followed to use multiplication to find 33% of 67?
Convert 33% to the equivalent decimal 3,300, and then multiply 3,300 by 67 to get 221,100.
Convert 33% to the equivalent decimal 0.33, and then multiply 0.33 by 67 to get 22.11.
Convert 33% to the equivalent decimal 3.3, and then multiply 3.3 by 67 to get 221.1.
Convert 33% to the equivalent decimal 0.33, and then multiply 0.33 by 0.67 to get 0.2211.
Convert 33% to the equivalent decimal 3,300, and then multiply 3,300 by 67 to get 221,100.
Convert 33% to the equivalent decimal 0.33, and then multiply 0.33 by 67 to get 22.11.
Convert 33% to the equivalent decimal 3.3, and then multiply 3.3 by 67 to get 221.1.
Convert 33% to the equivalent decimal 0.33, and then multiply 0.33 by 0.67 to get 0.2211.
Answers
GPT-4o mini
To find 33% of 67 using multiplication, you should follow these steps:
1. Convert 33% to a decimal.
- 33% can be converted to decimal form by dividing by 100. Therefore, 33% = 33/100 = 0.33.
2. Multiply the decimal by 67.
- Multiply 0.33 by 67:
\[
0.33 \times 67 = 22.11
\]
So, the correct option is: **Convert 33% to the equivalent decimal 0.33, and then multiply 0.33 by 67 to get 22.11.**
1. Convert 33% to a decimal.
- 33% can be converted to decimal form by dividing by 100. Therefore, 33% = 33/100 = 0.33.
2. Multiply the decimal by 67.
- Multiply 0.33 by 67:
\[
0.33 \times 67 = 22.11
\]
So, the correct option is: **Convert 33% to the equivalent decimal 0.33, and then multiply 0.33 by 67 to get 22.11.**