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Let B be the no. of boys and G the no. of girls
B + G = 500
B = 266 + G
Substitute
266 + G + G = 500
266 + 2G = 500
2G = 500 - 266 = 234
G = 234/2 = 117
Let [tex]G_2[/tex] be the girls above 18
[tex]G_2 = 73[/tex]
Let [tex]G_3[/tex] be the girls below 18
[tex]G_3 = 117 - 73 = 44[/tex]
Let [tex]G_4[/tex] be the girls below 10
[tex]G_4 = 1/4(G_3)[/tex]
[tex]G_4 = 1/4(44) = 11[/tex]
Let [tex]G_5[/tex] be the girls above 10
[tex]G_5 = 44 - 11 = 33[/tex]
Let [tex]G_6[/tex] be the girls that are 14 yrs old
[tex]G_6 = 17[/tex]
Let [tex]G_7[/tex] be the girls that are 17 yrs old.
[tex]G_7 = G_5 - G_6 = 33 - 17 = 16[/tex]
Therefore there are 16 girls that are 17 years old