Ask a New Question

Asked by Edward

a, b, c are 3 vectors such that |a|=2|b|=4|c| (|a|=modulus of a vector) and 2a-3b+6c=0 (a is a vector) then find cos(x) between a and b.
9 years ago

Answers

Related Questions

With vectors a = 5.5 and b = 4.2, what are (a) the z component of a x b , (b) the z component of a x... Consider two vectors F~ 1 with magnitude 44 N inclined at 163 ◦ and F~ 2 with magnitude 72 N i... Vectors A and B are in the xy plane and their scalar product is 20.6 units.? If A makes a 27.8 angl... 14) Given the following vectors, find the magnitude and direction: • A = 47 m and the angle is 0°... given that vectors(p+2q) and (5p-4q) are orthogonal,if vectors p and q are the unit vectors,find the... Given three vectors a~=Ài~À4j~+2k~ , b~=3i~+2j~À2k~ , c~=2i~À3j~+k~ , calculate a~Á(b~c~) Consider two vectors where F1 = 53 N, F2 = 81 N, 1 = 320 , and 2 = 13 ,measured from the posit... For the following three vectors, what is 3C·(2AxB)? A = 2.00ihat + 3.00jhat - 5.00khat B= -3.00... Three vectors A,B,and C are related to one another such that 5A + 6B = 60C. A fourth vector D ex... The vectors sums of two vectors of magnitude 10 and 15 unitscan never be
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use