In the figure below, A and B are two points on a map. Point A is north of B. Point C is east of B and $\angle\text{BAC} = 50^\circ$ . Draw triangle ACB by completing the figure.

Recognising triangles and quadrilaterals Recognising angles and their sizes 中文

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Worked solution

3

1. Measure the required angle at point A

Place the center of a protractor at point A, aligning its baseline with the vertical line segment AB. Measure an angle of $50^\circ$ clockwise from AB (towards the east).

2. Draw the line segment AC and label point C

Draw a straight line from A through the $50^\circ$ mark until it intersects the horizontal line extending to the right from B. Label this point of intersection as C to complete the right-angled triangle ACB.

Answer

Triangle ACB is drawn with $\angle BAC = 50^\circ$ and point C labeled on the horizontal line east of B.

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In the figure below, A and B are two points on a map. Point A is north of B. Point C is east of B and ∠BAC=50∘\angle\text{BAC} = 50^\circ∠BAC=50∘. Draw triangle ACB by completing the figure.

Worked solution

3

More questions on this topic

In the figure below, A and B are two points on a map. Point A is north of B. Point C is east of B and $\angle\text{BAC} = 50^\circ$ . Draw triangle ACB by completing the figure.