How Lucas James and Oliver Got Different Count of Game Cards

Let L represent the number of game cards Lucas has, J represent the number of game cards James has, and O represent the number of game cards Oliver has. We are given the following information: 1. L + J + O = 370 (total number of game cards) 2. J = 2L (James has twice as many game cards as Lucas) 3. O = J + 25 (Oliver has 25 more game cards than James) We can substitute the second equation into the third equation to get: O = (2L) + 25 Now, we can substitute the second and third equations into the first equation: L + (2L) + ((2L) + 25) = 370 Combining the terms, we get: 5L + 25 = 370 Now, we can subtract 25 from both sides of the equation: 5L = 345 Finally, we can divide both sides of the equation by 5 to find the number of gamecards Lucas has: L = 69 Using the second equation (J = 2L), we can determine the number of game cards James has: J = 2 * 69 = 138 Thus, James has 138 game cards.