A charity bingo game cost $2 per round and has a $13 entry fee for an adult it costs $3 per round and a $10 entry fee for child
Answers
The options for this question are missing. here are the options:
2
3
4
5
Answer:
y=2x+13
y=3x+10
2x+13=3x+10
-2x -2x
13=x+10
-10 -10
3=x
y=2x+13
y=2(3)+13
y=19
After 3 rounds the cost for an adult and a child will be the same, $19.
If there is any confusion please leave a comment below.
Answer:
The number of rounds for $2 are 3 & $3 are 19.
Step-by-step explanation:
Given: Charity bingo game cost $2 per round and has a $13 entry fee for an adult it costs $3 per round and a $10 entry fee for the child.
To find the number of rounds.
Let the number of rounds for $2 & $3 be x & y respectively.
y=2x+13 ....(i)
y=3x+10 ...(ii)
Equating (i) & (ii) we have:
2x+13=3x+10
x=3
Substitute x=3 in (i) we get:
y=2x+13
y=2(3)+13
y=19
Therefore, the number of rounds for $2 are 3 & $3 are 19.
#SPJ2