1.

In rhombus BEAM ,find the value of angle AME and AEM​

Answer»

Answer:

quite easy peasy

Step-by-step explanation:

Here we are given that angle MAO=70 degrees

angle MOA=90 degrees,

{{{because DIAGONALS of a rombhus intersect each other at 90 degrees}}}

Now by angle sum property in Triangle MAO,

Angles MAO + MOA + AME=180

70 + 90 + angle AME = 180

angle AME=180-160

angle AME =20°

also AEM = 20° ,

{{{angles opposite to equal SIDES are also equal}}}

Here in Triangle MEA ,

sides MA and ME are equal (Sides of rombhus are equal)

Therefore, there opposite angles

AEM and AME RESPECTIVELY are also equal, that is 20°

Hope you understood


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