Question 1
11371

A scale drawing has a scale of \(1:200\). What is the actual length of a drawing of length \(\text{36 mm}\)?

\(\text{7.2 m}\)

Question 2
11372

A scale drawing has a scale of \(1:400\). Given that the actual length is \(\text{12 m}\), the drawing length is?

\(\text{3 cm}\)

Question 3
11373

A scale on a map is given as \(\text{1 mm = 20 m}\). The distance between two points is \(\text{24 mm}\). The actual distance between the two points is?

\(\text{0.48 km}\)

Question 4
11384

A scale drawing has a scale of \(1:20000\). Given that the actual length is \(\text{1.2 km}\), the drawing length is?

\(\text{6 cm}\)

Question 5
11042

A scale drawing has a scale of \(1:25000\). Given that the actual length is\(\text{ 3 km}\), the drawing length is?

\(\text{12 cm}\)

Question 6
11037

A scale drawing has a scale \(1:100\). What is the actual length of a drawing of length \(12~\rm{mm}\)?

\(1.2~\rm{m}\)

Question 7
11039

A scale of \(\text{1 mm}\) to \(\text{5 cm}\) is expressed as a ratio of \(1:x\). The value of \(x\) is?

\(50\)

Question 8
11040

A scale on a map is given as \(\text{1 mm = 50 m}\). The distance between two points is \(\text{480 mm}\). The actual distance between these two points is?

\(\text{24 km}\)

Question 9
11041

A scale drawing has a scale of \(1:75\). The drawing length is \(\text{25 mm}\). The actual length is?

\(1.875~\rm{m}\)

Question 10
119252

A scale drawing has a scale \(1: 200\). What is the actual length of a drawing of length \(2.5 \mathrm{~cm}\) ?

\(\text{5 m}\)