00:02
Now in this problem given, linda sold 925 tickets for $6 ,000.
00:09
Cost of adult ticket was $1 .8 and cost of children ticket was $1 .6.
00:15
We have to find the number of each kind of ticket.
00:19
Now let the number of children's tickets sold be x and the number of adults ticket sold be y.
00:27
Since there were total 925 tickets, we can write x plus y.
00:32
Is equal to 925.
00:35
So this is the first equation.
00:38
Then all together the cost for the tickets was $6 ,000.
00:43
And adult ticket was $8 and children's ticket was $6 for each ticket.
00:51
So we can write 6x plus 8 y.
00:58
Altogether it is $6 ,000.
01:01
And this is the second.
01:04
Equation.
01:05
Now we can solve for x and y.
01:09
From one we get x is equal to 925 minus y.
01:16
Now we substitute x is equal to 925 minus y in equation 2...