For finding AB and BC with the help of information given in figure 2.20, complete following activity.

In ∆ABC, ∠ABC = 900
So AB2 + BC2 = AC2
⇒ 2AB2 = 5
⇒ AB2 = ![]()
⇒ AB = √
= X(Say)
AB = BC = √![]()
∠BAC = 450 Since AB = BC
NOW √
= X√5
X = ![]()
Similarly, X2√2 = √![]()
X = ![]()
Similarly, X√8 = √![]()
X = ![]()
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