[tex]\huge \dag \sf \bf \green{Question}[/tex]
The map of a rectangular field is drawn on a scale 1:80. if the actual length of the field is 240 m, what will it be on the map explain in detail....
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[tex]\huge \dag \sf \bf \green{Question}[/tex]
The map of a rectangular field is drawn on a scale 1:80. if the actual length of the field is 240 m, what will it be on the map explain in detail....
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Answer:
3m
Step-by-step explanation:
Given that the map of a rectangular field is drawn on a scale 1:80 and the actual length of the field is 240 m,
Let's say the length of the map is "a".
As per given statement we can write that,
→ 1/80 = a/240
Cross multiply them,
→ 240(1) = 80(a)
→ 240 = 80a
Divide by 80 on both sides,
→ 240/80 = 80a/80
→ 3 = a
→ a = 3
Hence, the length of the field on the map is 3 m.
Answer:
3 m
hope it help you...
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