In a math contest the teacher tells one of the participants that there is a three-digit number, and that if the unit digit and the tens digit are exchanged, the number is increased by 18, and if the digit of the tens and hundreds digit are exchanged, the number is decreased by 90. The sum of the digits is 12. What is the number the participant must find? Please explain with process

What is the value of x in the equation7x+2y=48 when y=3

Derek purchased a new gym membership. it costs him seven dollars a month plus two dollars for every time that he visits the gym. he wants to spend less than 25 dollars a month to visit the gym. write an inequality that models the situation using the variable v for the number of visits per month. also find the maximum number of visits he can make to the gym and still keep his cost below 25 dollars a month.

Solve the inequality 47.75 + x 50 to determine how much more weight can be added to li's suitcase without going over the 50-pound limit. what is the solution set?