Home
Class 12
MATHS
If veca is a unit vector and (vecx-veca)...

If `veca` is a unit vector and `(vecx-veca).(vecx+veca)=8`, then find `|vecx|`

Promotional Banner

Similar Questions

Explore conceptually related problems

If veca is a unit vector and (vecx-veca). (vecx+veca)=8 , then find |vex| .

If veca is a unit vector and (vecx-veca).(vecx+veca)=255 then find |vecx|

If veca is a unit vcetor and (vecx-veca)*(vecx+veca)=80 , then find |vecx| .

If vecp is a unit vector and (vecx-vecp).(vecx+vecp)=80 , then find |\vecx| .

If vecp is a unit vcetor and (vecx-vecp)*(vecx+vecp)=80 , then find |vecx| .

If veca is aunit vector and (vecx-veca).(vecx+veca)=8 , find absvecx .

If veca is a unit vector and (vecx - veca) cdot (vecx + veca) = 8 , then find |vecx|

If veca is a unit vector such that (vecx-veca).(vecx+veca)=8 , find |x|.