out of all the statements given about the line segments only the statement "DE can be found by counting"
The vertices of the polygon are A(5, 7), B(10, -2), C(8, -6), D(-6, -6) and E(-6, 8).
What is the formula to distance?
The formula to find the distance is Distance[tex]=\sqrt{(x_{2}-x_{1} )^{2}+(y_{2}-y_{1} )^{2}}[/tex].
ED=√(-6+6)²+(8+6)²=14 units.
DC=√(8+6)²+(-6+6)²=14 units.
CB=√(10-8)²+(-2+6)²=√18 units.
EA can not be found by counting.
AB can not be found by counting.
DE can be found by counting.
Therefore, out of all the statements given about the line segments only the statement "DE can be found by counting"
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