Ann is six years more than four times her son Trevor's age. If the sum of their ages is forty-six, how old is Ann? >>...Ann is six years more than four times her son Trevor's age...<< Replace "Ann" by A and "her son Trevor's age" by T Then you have A is six years more than four times T. Replace the words "four times T" with "4T" A is six years more than 4T To find "six years more than 4T, we add 6 to 4T and get 4T + 6, so replace "six years more than 4T" by "4T + 6" A is 4T + 6 Replace "is" by " = " A = 4T + 6 >>...the sum of their ages is forty-six...<< Replace "the sum of their ages" by A + T A + T is forty-six. Replace forty-six by 46 and "is" by " = " A + T = 46. So you have the system of equations: A = 4T + 6 A + T = 46 Can to solve that system of equations? If not post again. Answer: Ann is 38, Trevor is 8 Edwin AnlytcPhil@aol.com