So, 332 children and 345 adults swam at the public pool that day
Further explanation:
Let x be the number of kids
and
y be the number of adults then
[tex]x+y=677[/tex]
And
[tex]1.50x+2y=1188[/tex]
From first equation
[tex]x=677-y[/tex]
Putting x=677-y in second equation
[tex]1.50(677-y)+2y=1188\\1015.5-1.5y+2y=1188\\0.5y=1188-1015.5\\0.5y=172.5\\\frac{0.5y}{0.5}=\frac{172.5}{0.5}\\y=345\\Putting\ y=345\ in\ first\ equation\\x+345=677\\x=677-345\\x=332[/tex]
So, 332 children and 345 adults swam at the public pool that day
Keywords: Linear equations, Solution of linear equations
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