the spring musical sold student tickets for $8 and adult tickets for $10. there were 130 tickets sold for a total of $1198. how
many student tickets were sold?
2 answers:
Okay, so the equation can be written as:
where x is number of student tickets, and y is adult tickets
8x + 10y = 1198
x + y = 130
Lets solve for x,
x = 130-y
Put value of x in first equation:
8 (130-y) + 10y = 1198
1040 - 8y + 10y = 1198
1040 + 2y = 1198
2y = 158
y = 79
Since we have to find student tickets, we will write:
x + 79 = 130
x = 51
So 51 student tickets were sold.
X=number of student tickes
y=number of adult tickets
total cost=8x+10y=1198
x+y=130
multipy second eatuion by -10 and add to first
-10x-10y=-1300
<u>8x+10y=1198 +
</u>-2x+0y=-102<u>
</u>
-2x=-102
divide both sides by -2
x=51<u>
</u>
51 student tickets sold<u>
</u>
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