The following steps are required to solve this problem:
28% of the members are young. The percentage of old members is: \[ 100\% - 28\% = 72\% \]
65% are literates. Therefore, the percentage of illiterates is: \[ 100\% - 65\% = 35\% \]
25% of the literates are young: \[ 25\% \times 65\% = 16.25\% \]
The percentage of old literates is: \[ 65\% - 16.25\% = 48.75\% \]
Given that the total percentage of young members is 28%, the percentage of young illiterates is: \[ 28\% - 16.25\% = 11.75\% \]
The percentage of old illiterates is: \[ 35\% - 11.75\% = 23.25\% \]
The percentage of old people among the illiterates is calculated as: \[ \frac{23.25}{35} \times 100 \approx 66.43\% \]
Approximately 66% of the old people are among the illiterates.
A positive integer $m$ is increased by 20% and the resulting number is 1080. Then the integer $m$ is
If one-fourth of a number exceeds 20% of the number by 10, then the number is
A software company lays off 40% of its employees. Among the laid-off employees, 20% are developers. The percentage of laid-off developers from the total employees of the company is