What causes the variations in Earth's precipitation during the course of a year or from year to year at a given location?

First set your variables: let x be the number of adult tickets and let y be the number of student tickets. Now when you write 4x it will say how much money came from adult tickets, and 2y will do the same for students. 4x+2y= the amount of money collected. 4x+2y=360 Solve the above equation for x and y and that will give you the number of tickets sold.

Answered by Yippa11 | 2024-06-10

4x+2y=360 x+y= 105 => 4x+4y= 4*105= 420 4x+2y =360
4y-2y = 420-360= 60 2y = 60 =>** y= * 60:2=* 30 => x= 105-30=75 Verify 4 75+2*30= 300 + 60 = 360 *

Answered by dannielle | 2024-06-10

The linear system modeling the situation consists of the equations x + y = 105 and 4 x + 2 y = 360 . Solving these equations, we find that the school sold 75 adult tickets and 30 student tickets. Thus, the total tickets sold add up correctly to 105 with the revenue matching at $360.
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Answered by Yippa11 | 2024-12-23