Write down the bearing of point B from point A, in the adjoining figure.[1K]
Sketch the figure showing the bearing of \(030^\circ\).[1U]
If the bearing of B from A is \(060^\circ\), what is the bearing of A from B?[2U]
S sketch to show the bearing of \(N060^\circ E\).[2U]
Sketch to show the bearing of \(075^\circ\).[1U]
Sketch the bearing of \(060^\circ\) from any point A to another point B.[1U]
The bearing of a temple from a water tap of a village is \(210^\circ\). Show it in a diagram.[1U]
Draw the diagram using protractor to show compass bearing \(N055^\circ E\).[1U]
Draw the diagram using protractor to show compass bearing \(N085^\circ E\).[1U]
Write down in angle, the bearing of the place B from P in the given figure.[1U]
If the bearing of Budhanilkantha from Ratna Park is \(160^\circ\), then what is the bearing of Ratna Park from Budhanilkantha?[2U]
Write down the compass bearing of ENE in angle.[2U]
Write down the compass bearing of WNW in angle.[2U]
Write down the bearing of SE in the adjoining figure.[2U]
In a map if the distance between two places is 8 cm, find the actual distance between the two places. (Scale: 1 cm = 800 m)[2U]
A map is prepared by taking the scale of \(1 \, \text{cm} = 500 \, \text{m}\); In the map if the distance between any two places is \(5 \, \text{cm}\), then find the actual distance between those two places.[2U]
In the map of Kathmandu valley, the distance between Ram's house and Hari's house is \(12 \, \text{cm}\). If the map is prepared by taking the scale of \(1 \, \text{cm} = 400 \, \text{m}\), find the actual distance between their houses.[2U]
In a map, which was prepared by taking the scale of \(1:2000 \, \text{m}\), the distance between two places A and B is \(7 \, \text{cm}\), find the actual distance between the two places.[2U]
If the bearing of place B from place A is \(075^\circ\), find the bearing of A from B.[2U]
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