If Jody had $3 more she would have twice as much as Lars together they have $60.
Let j be Jody's money and l be Lars's money. We have two equations:
j = 2l - 3
Now substitute this into (1)
(2l - 3) + l = 60
Combine like terms
3l - 3 = 60
Enter this into our equation calculator, and we get:
l = 21
Now plug l = 21 into our rearranged equation above:
j = 2(21) - 3
j = 42 - 3
j = 39
Let j be Jody's money and l be Lars's money. We have two equations:
- j + l = 60
- j + 3 = 2l
j = 2l - 3
Now substitute this into (1)
(2l - 3) + l = 60
Combine like terms
3l - 3 = 60
Enter this into our equation calculator, and we get:
l = 21
Now plug l = 21 into our rearranged equation above:
j = 2(21) - 3
j = 42 - 3
j = 39