Camilla has 3 times as many points as Lynn. Lynn has 5 more points than Kim. Camilla, Lynn, and Kim combined have twice as many points as Jasmine. If Jasmine has 25 points - how many points do the three other girls have?
x = kim's points
x + 5 = lynn's points
3(x + 5) = camilla's points
x + x + 5 + 3(x + 5) = 50
x + x + 5 + 3x + 15 = 50
5x + 20 = 50
5x = 30
x = 6
kim has 6 pts
lynn has 11 pts
camilla has 33 pts
Thanks x(million)
To find the total number of points that Camilla, Lynn, and Kim have, we need to calculate the individual points of each girl and then add them up.
Let's start with Jasmine, who has 25 points.
Next, we know that Camilla has 3 times as many points as Lynn. Let's assume that Lynn has x points. This means that Camilla would have 3x points.
Now, we also know that Lynn has 5 more points than Kim. Let's assume that Kim has y points. This means that Lynn would have y + 5 points.
Since Camilla has 3 times as many points as Lynn, we can express Camilla's points in terms of y and x: 3x = (y + 5) * 3.
Adding up the individual points, we get:
Jasmine: 25
Camilla: 3x
Lynn: y + 5
Kim: y
The total combined points of Camilla, Lynn, and Kim are given as twice the points of Jasmine. So, we can calculate the combined points by summing up the points for each girl and then multiplying by 2.
Total combined points = 2 * (25 + 3x + y + 5 + y)
Simplifying this equation, we get:
Total combined points = 2 * (30 + 3x + 2y)
Thus, the total number of points that Camilla, Lynn, and Kim have is 2 * (30 + 3x + 2y).