# The Midline Theorem, Trapezoid and Kites.

## Quiz by Norry Gris Burinaga

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5 questions
• Q1

According to the Area of the Kite definition, the area of the kite is ______ of the _______ of the lengths of its diagonals.

$2,\ sum$

$\frac\left\{1\right\}\left\{2\right\},\ product$

$\frac\left\{2\right\}\left\{3\right\},\ sum$

$\frac\left\{2\right\}\left\{3\right\},\ product$

30s
• Q2
60s
• Q3

An Isosceles Trapezoid is a quadrilateral with exactly one pair of _______ bases and _______ legs.

parallel, congruent

supplementary and parallel

perpendicular, parallel

30s
• Q4

Find the area of a kite if one diagonal is 14 cm long, and the other diagonal is 11cm long.

144 cm

12.5 cm

14 cm

77 cm

60s
• Q5

In the trapezoid shown, which of the following is the correct formula to measure the median of the trapezoid using the Midline Theorem of Trapezoid?

$\overline\left\{\mathrm\left\{AT\right\}\right\}\ =\frac\left\{\left\left(\overline\left\{\mathrm\left\{MH\right\}\right\}\right\right)\ \left\left(\overline\left\{\mathrm\left\{HT\right\}\right\}\right\right)\right\}\left\{3\right\}$

$\overline\left\{\mathrm\left\{GE\right\}\right\}\ =\frac\left\{\overline\left\{\mathrm\left\{MH\right\}\right\}\ +\ \overline\left\{\mathrm\left\{AT\right\}\right\}\right\}\left\{2\right\}\$

$\overline\left\{\mathrm\left\{GE\right\}\right\}\ =\frac\left\{\left\left(\overline\left\{\mathrm\left\{MH\right\}\right\}\ -\ \overline\left\{\mathrm\left\{HT\right\}\right\}\right\right)\right\}\left\{2\right\}$

$\overline\left\{\mathrm\left\{GE\right\}\right\}\ =\frac\left\{\left\left(\overline\left\{\mathrm\left\{MH\right\}\right\}\right\right)\ \left\left(\overline\left\{\mathrm\left\{HT\right\}\right\}\right\right)\right\}\left\{2\right\}$

60s

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