Question

In ∆ABC , angle A > angle B then AC ? BC
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Answer 1

Step-by-step explanation:

Ratio=AC:BC=1:1

Step-by-step explanation:

/* I think we have to find the ratio of AC : BC */

\begin{gathered} In \: \triangle ABC , \\If \:\angle A = \angle B\end{gathered}

In△ABC,

If∠A=∠B

then \: \pink { BC = AC }\: ---(1)thenBC=AC−−−(1)

\orange { (Sides. \: opposite \: to \: equal \: angles )} (Sides.oppositetoequalangles)

\begin{gathered} AC : BC \\= AC : AC \: [From \: (1) ] \end{gathered}

AC:BC

=AC:AC[From(1)]

= 1 : 1 =1:1

Therefore.,

\red { Ratio = AC : BC } \green {= 1 : 1} Ratio=AC:BC=1:1

•••♪

Answer 2

Answer:

BC > AC

Side opposite to larger angle is longer