Answer/Step-by-step explanation:
Given:
$10 Child
$15 Adult
Total : $90
Select all of the statements that are true about the situation.
If 3 children go to the water park, that means that 4 adults can go.
3 Children = $10 Each ( 3(number of Children)x10(Money for each) = $30
4 Adults = $15 Each ( 4( number of Children)x15( Money for each) = $60
Then add both up $60+$30 = $90
Therefore this one is True. The Total of money to spend is $90.
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If 6 children go to the water park, that means that 3 adults can go.
6 Children = $10 Each ( 6(number of Children)x10(Money for each) = $60
3 Adults = $15 Each ( 3( number of Children)x15( Money for each) = $45
Then add both up $60+$45 = $105
Therefore this one is False. The total of money to spend is only $90
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If no adults go to the water park, then 6 children can go.
So 6 Children = $10 Each ( 6(number of Children)x10(Money for each) = $60
Therefore this one is True. The total of money to spend is $90 and after the children go to water park the still have $30 Dollar remain.
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If no children go to the water park, then 6 adults can go.
So 6 Adults= $15 Each (6( number of Children)x15( Money for each) = $90
Therefore this one is True. The total of money to spend is $90.
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The expression 10x in the equation represents the total cost of the children that go to the water park.
True
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The expression 15y in the equation represents the total cost of the adults that go to the water park.
True