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In Fig. 7.48, sides AB and AC of ΔABC are extended to points P and Q respectively. Also, PBC < QCB. Show that AC > AB. Q.2

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Find this important question of ncert class 9th of chapter triangles .Sir please help me to find out the easiest and simplest solution of question 2 of exercise 7.4, give me the best solution of this question. In Fig. 7.48, sides AB and AC of ΔABC are extended to points P and Q respectively. Also, PBC < QCB. Show that AC > AB.

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  1. It is given that PBC < QCB

    We know that ABC + PBC = 180°

    So, ABC = 180°-PBC

    Also,

    ACB +QCB = 180°

    Therefore ACB = 180° -QCB

    Now, since PBC < QCB,

    ∴ ABC > ACB

    Hence, AC > AB as sides opposite to the larger angle is always larger

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