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Answer variants:
Draw a line segment \(AB\) of \(4.9\) \(cm\).
Join \(CD\) and \(BC\) to form the desired rhombus.
With \(D\) as centre, and with \(4.9\) as radius, draw an arc. With \(B\) as centre, and with the same radius, cut the existing arc. Mark the intersection as \(C\).
With A as centre, measure \(10^\circ\) and draw a line.
With \(A\) as centre and with \(4.9\) \(cm\) as radius, draw an arc. Mark the intersection as \(D\).
Order the steps of construction to construct a rhombus \(ABCD\) with one of its sides as \(4.9\) \(cm\) and one of its angles as \(10^\circ\).
Step \(1\):
Step \(2\):
Step \(3\):
Step \(4\):
Step \(5\):
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