Aruna drew 3 lines CD, KA, TP such that:
CD = KA
CD = TP
What is the value of KA + TP?

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Solution

Euclid's axiom states that - 'Things which are equal to the same thing are equal to one another'.

Hence,
CD = KA = TP.

Therefore,
KA + TP = CD + CD = 2 CD

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Aruna drew 3 lines, CD, KA, TP such that:
CD = KA
CD = TP
What is the relation between KA and TP?

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2 \times 2

T_{p} = {A = [\begin{matrix} a & b c & a \end{matrix}] : a, b, c \in {0, 1, \dots ., p - 1}}

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