[Video Solution] Let \veca,\vecb,\vecc be three coplanar concurrent vectors such that the angl... | ASPIRE STUDY

Let \veca,\vecb,\vecc be three coplanar concurrent vectors such that the angles between any two of them are the same. If the product of their magnitudes is 14 and (\veca*\vecb)*(\vecb*\vecc) +(\vecb*\vecc)*(\vecc*\veca) +(\vecc*\veca)*(\veca*\vecb)=168, then |\veca|+|\vecb|+|\vecc| is equal to: | Watch the step-by-step video solution for this NIMCET PYQ.