Sure, let's convert each of the given decimals into percentages. The process of converting a decimal to a percent involves multiplying the decimal by 100 and then adding a percent sign (%). I'll take you through each step-by-step.
### (a) 0.02:
1. Multiply by 100:
[tex]\(0.02 \times 100 = 2.0\)[/tex]
2. Add the percent sign:
The final result is [tex]\(2.0\%\)[/tex]
### (b) 0.75:
1. Multiply by 100:
[tex]\(0.75 \times 100 = 75.0\)[/tex]
2. Add the percent sign:
The final result is [tex]\(75.0\%\)[/tex]
### (c) 0.927:
1. Multiply by 100:
[tex]\(0.927 \times 100 = 92.7\)[/tex]
2. Add the percent sign:
The final result is [tex]\(92.7\%\)[/tex]
### (d) 0.3251:
1. Multiply by 100:
[tex]\(0.3251 \times 100 = 32.51\)[/tex]
2. Add the percent sign:
The final result is [tex]\(32.51\%\)[/tex]
By following these steps for each decimal, we have successfully converted the given decimals to their respective percentages:
(a) 2.0%
(b) 75.0%
(c) 92.7%
(d) 32.51%
