Answer:
The height = 5.20 units to the nearest hundredth.
Step-by-step explanation:
Consider the triangle formed from AB the height and the line from bottom of the height line to point B.
sin 60 = h / 6
h = 6 sin 60.
h = 5.20 units.
The height of the rhombus is 5.20 units
Given the following parameters;
AB = 6, m∠A = 60°
To get the height, we will use the formula as shown below:
sin m<A = h/AB
Substitute the given parameters
sin60 = h/6
h = 6 sin 60.
h = 5.20 units.
Hence the height of the rhombus is 5.20 units
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