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Sagot :
[tex]72feet=72*12inches=864inches[/tex]
ratio:
[tex]18:864[/tex]
or:
[tex]1:48[/tex]
so window is 48 times wider normaly than in this model
ratio:
[tex]18:864[/tex]
or:
[tex]1:48[/tex]
so window is 48 times wider normaly than in this model
Answer: 4
Step-by-step explanation:
Given: The length of a model locomotive = 18 inches
The length of a exact locomotive = 72 inches
The scale factor to scale the model of the locomotive is given by the ratio of the length of the locomotive to the length of the model.
let k be the scale factor, then
[tex]k=\frac{72}{18}=4[/tex]
Hence, the dimensions of the locomotive model is 4 times the dimensions of the model.
Therefore, the locomotive is 4 times wider than a window on the model.
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