- #1
hamza324
- 2
- 0
Hi , I have a question stated as
Given the vector B=-6x-8y+9z and vector C= 5x-3y+4z .
Find vectors T1 and T2 such that T1 is parallel to vector C and perpendicular to vector T2. where vector B = T1 + T2 .
So far, i was able to find a vector T1 which is parallel to vector C but couldn't figure out how i can make it perpendicular to the vector T2 because when i try to make it perpendicular to the vector T2, it becoms impossible to satisfy the given equation B = T1 + T2 .
Given the vector B=-6x-8y+9z and vector C= 5x-3y+4z .
Find vectors T1 and T2 such that T1 is parallel to vector C and perpendicular to vector T2. where vector B = T1 + T2 .
So far, i was able to find a vector T1 which is parallel to vector C but couldn't figure out how i can make it perpendicular to the vector T2 because when i try to make it perpendicular to the vector T2, it becoms impossible to satisfy the given equation B = T1 + T2 .