Question 1
11046

A diagram has a scale of \(1:100\). What is the actual perimeter of a circle with a radius of \(\text{8 mm}\)?

\(\text{5.03 m}\)

Question 2
11047

A diagram has a scale of \(1:50\). What is the actual area of a rectangle with length \(\text{4 cm}\) and breadth \(\text{2 cm}\)?

\(\text{2 m}^{2}\)

Question 3
11048

A diagram has a scale of \(1:25\). What is the actual volume of a cube with side \(\text{3 cm}\)?

\(\text{421875 cm}^{3}\)

Question 4
11049

Using the trapezoidel rule, the area of the adjacent figure is?

\(\text{840 m}^{2}\)

Question 5
11050

Using the trapezoidal rule for the area and the formula for the volume of a right prism, calculate the volume using the following data: \(w = 12\, m\), \(d_f= 24\, m\), \(d_l = 30\, m\), \(h = 8\, m\)

\(\text{2592 m}^{3}\)

Question 6
11385

Using the trapezoidal rule, the area of the adjacent figure is?

\(264~\rm{m}^2\)

Question 7
11376

Using the trapezoidal rule for the area and the formula for the volume of a right prism, calculate the volume using the data:

\(w\) = 16\(\,m\), \(d_f\) = 14\(\,m\), \(d_l\) = 8\(\,m\) and \(h\) = 3\(\,m\)

\(\text{528 m}^{3}\)