GIVEN : In Rhombus MATH,
AT = 4 cm
∠MAT = 120o
Step 1 : Draw a rough sketch of the required quadrilateral and mark the given measurements.
Here , we are given only 2 measurements. But as MATH is a rhombus , we can also write that MA = AT = TH = HM = 4cm.
(now we got 5 measurements in total)
Step 2 : Draw ΔMAT using S.A.S property of construction , by taking MA = 4 cm , ∠ MAT = 120° and AT = 4 cm.
Step 3 : To locate the fourth vertex ‘H’ , draw an arc , with center T and radius 4cm (TH=4cm).
Draw another arc with center M and radius 4 cm (MH=4cm) which cuts the previous arc at H.
Step 4: Join TH and MH to complete the required rhombus MATH.
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