Prove that if modulus A vector is equal to modulus B vector but vector A is not parallel to vector B then vector A B is perpendicular to vector A+B
mod(A+B) is less than equal to mod(A)+mod(B) | Proof of |A+B| <=|A|+|B| VECTOR ANALYSIS | By AS YouTube Channel | Facebook
IF a b c are unit vectors, prove that mod of square of a-b + mod of square of b-c + mod of square of c-a is lesser than or equal to
![given a parallelogram ABCD if mod AB=a AND mod AD=b and modAC=C then find vectorDB* vectorAB - Maths - Vector Algebra - 12848693 | Meritnation.com given a parallelogram ABCD if mod AB=a AND mod AD=b and modAC=C then find vectorDB* vectorAB - Maths - Vector Algebra - 12848693 | Meritnation.com](https://s3mn.mnimgs.com/img/shared/content_ck_images/ck_5b3d9bc46cbd5.png)
given a parallelogram ABCD if mod AB=a AND mod AD=b and modAC=C then find vectorDB* vectorAB - Maths - Vector Algebra - 12848693 | Meritnation.com
![a) Algoritmic description of ab mod n function . (b) CFG of the ab mod... | Download Scientific Diagram a) Algoritmic description of ab mod n function . (b) CFG of the ab mod... | Download Scientific Diagram](https://www.researchgate.net/publication/232620980/figure/fig1/AS:339644530085894@1457988974528/a-Algoritmic-description-of-ab-mod-n-function-b-CFG-of-the-ab-mod-n-function.png)