If |→a|=|→b|=|→c|=2 and →a⋅→b=→b⋅→c=→c⋅→a=2, then [→a →b →c]cos45∘ is equal to

If |→a|=|→b|=|→c|=2 and →a⋅→b=→b⋅→c=→c⋅→a=2, t

1.	If \|→a\|=\|→b\|=\|→c\|=2 and →a⋅→b=→b⋅→c=→c⋅→a=2, then [→a →b →c]cos45∘ is equal to
Answer» If $\| \to a \| = \| \to b \| = \| \to c \| = 2$ and $\to a \cdot \to b = \to b \cdot \to c = \to c \cdot \to a = 2,$ then $[\to a \to b \to c] cos 45^{\circ}$ is equal to

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If |→a|=|→b|=|→c|=2 and →a⋅→b=→b⋅→c=→c⋅→a=2, then [→a →b →c]cos45∘ is equal to

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