Convert the following statement scales to RF scale: i) 2cm to 1km, ii) 1cm to 1km.

Mathematics
Convert the following statement scales to RF scale: i) 2cm to 1km, ii) 1cm to 1km.

ScanSolve AI Answer

Answer

100+240=340100 + 240 = 340 units.

1(a) Pie chart for export values

Total export value = 100+240=340100 + 240 = 340 units.

Sector angle formula: θ=valuetotal×360∘\theta = \dfrac{value}{total} \times 360^\circ

For Fiber co.:

θ=100340×360∘\theta = \dfrac{100}{340} \times 360^\circ

Simplify fraction: 100÷20340÷20=517\dfrac{100 \div 20}{340 \div 20} = \dfrac{5}{17}

θ=517×360∘=180017∘≈105.88∘\theta = \dfrac{5}{17} \times 360^\circ = \dfrac{1800}{17}^\circ \approx 105.88^\circ

For Timber co.:

θ=240340×360∘\theta = \dfrac{240}{340} \times 360^\circ

Simplify fraction: 240÷20340÷20=1217\dfrac{240 \div 20}{340 \div 20} = \dfrac{12}{17}

\theta = \dfrac{
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Quick Answer

1(a) Pie chart for export values Total export value = 100 + 240 = 340 units.

Convert the following statement scales to RF scale: i) 2cm to 1km, ii) 1cm to 1km.
Mathematics

This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.

ScanSolve AI Answer
1(a) Pie chart for export values Total export value = 100 + 240 = 340 units. Sector angle formula: = valuetotal × 360^ For Fiber co.: = (100)/(340) × 360^ Simplify fraction: (100 ÷ 20)/(340 ÷ 20) = (5)/(17) = (5)/(17) × 360^ = (1800)/(17)^ ≈ 105.88^ For Timber co.: = (240)/(340) × 360^ Simplify fraction: (240 ÷ 20)/(340 ÷ 20) = (12)/(17) =