how to draw an equilateral triangle of perimeter 6 √ 8 cm
Answers
Answer:
in an equilateral triangle all the sides are equal.
thus each side measures
6 \sqrt{8} \div 3 \: equals \: 2 \sqrt{8}6
8
÷3equals2
8
thus a triange could be made by including three sides of 5.68 cms
a line of 5.68 cm is made
the length is taken into the compass
an intersection of the length is taken from both the ends of the line.
two lines are drawn from that point
thus the triangle is made.
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Answer:
So each side is 4*sqrt2 (sqrt 8 = 2 * sqrt2)
measure a 4 cm line. Construct perpendicuar at one end with compass and
make 4 cm long (with comass. The line connecting the other end and the top is 4*sqrt 2 long. Use this base to construct triangle by swinging compass from each end of line with compass set to the 4 sqrt 2 line length. Draw a line from each end to where the compass arcs intersect and you will have the desired triangle.