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Question
Answer
angle MKL = angle JMK = 26º
angle KML = 180 – 26 – 75 = 79º
Ans : 79º.
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Hi Nav,
I think it is important for your child to memorise the properties of angles related to parallel lines.
With reference to the diagram above,
Corresponding angles
∠a = ∠e ; ∠b = ∠f ; ∠d = ∠h ; ∠c = ∠g
Alternate angles
∠d = ∠e ; ∠c = ∠ f
Sum of angles between parallel lines = 180º
∠c + ∠e = 180º
∠d + ∠f = 180º
Hi Nav,
I think it is important for your child to memorise the properties of angles related to parallel lines.
With reference to the diagram above,
Corresponding angles
∠a = ∠e ; ∠b = ∠f ; ∠d = ∠h ; ∠c = ∠g
Alternate angles
∠d = ∠e ; ∠c = ∠ f
Sum of angles between parallel lines = 180º
∠c + ∠e = 180º
∠d + ∠f = 180º
Since sum of angles between 2 parallel lines = 180º
∠JML + ∠KLM = 180º
(26º + ∠KML) + 75º = 180º
∠KML = 180º – 75º – 26º = 79º