Question

Toussaint l ouverture led a revolt in the 1790s that freed Haiti

Answer 1

`\begin{gathered} model=\lparen13\text{ }(1)/(2)ft)\lparen(1)/(9)) \\ but \\ 13(1)/(2)=(\lparen13\ast2)+1)/(2)=(26+1)/(2)=(27)/(2) \\ Hence \\ model=\lparen\frac{27}{\text{2}}ft)\lparen(1)/(9))=(27\ast1)/(2\ast9)ft=(27)/(18)ft=(3)/(2)ft \\ The\text{ model will be }(3)/(2)ft\text{ tall} \\ \\ Question\text{ 7}) \\ circumference=302ft \\ distance=\text{8}(3)/(8)ft=(\left(8\ast8\right)+3)/(8)ft=(64+3)/(8)ft=(67)/(8)ft \\ Columns=(circumference)/(distance)=302ft\text{ }/(67)/(8)ft=(\lparen302ft\ast8))/(67ft)=(2416ft)/(67ft)=36 \\ There\text{ are 36 columns} \end{gathered}`