In a -ABC- which of the given condition holds-

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Difference between Lengths of 2 Sides of a Triangle

In a ΔABC, ...

Question

In a $Δ$ ABC, which of the given condition holds?

A B - B C > C A

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A B + B C < C A

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A B - B C < C A

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A B + C A < B C

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AM is a median of $△ A B C$ . Then which of the following relation will always hold good?

∣ ∣ ∣ ∣ \begin{matrix} - b c & c a + a b & c a + a b a b + b c & - c a & a b + b c b c + c a & b c + c a & - a b \end{matrix} ∣ ∣ ∣ ∣ = (\sum a b)^{3}

In Triangle ABC, which of the following is not true:

(a) AB + BC + CA = 0
(b) AB + BC - AC = 0
(c) AB + BC - CA = 0
(d) AB - CB + CA = 0

D

B C

Δ A B C

If AM is a median of triangle ABC. Then AB +BC +CA $>$ 2AM

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