Solved If A 3 0 1 ï Find A Vector B ï Such That Compab 5b Chegg If a = (5, 0, 1), find a vector b such that comp ab = 5. your solution’s ready to go! our expert help has broken down your problem into an easy to learn solution you can count on. question: if a = (5, 0, 1), find a vector b such that comp ab = 5. there are 2 steps to solve this one. the vector is as following. Answer: step by step explanation:from the question we are told that the vector given is also generally here is the m.
Solved If A 1 1 2 1 1 1 And B 5 0 0 Find The Chegg If a = 5 0 −1, find a vector b such that compab = 2. to find vector b such that compab = 2, we derive 5x −z = 2 26, leading to b = (x y 5x − 2 26). this means x and y can be any real numbers, resulting in an infinite set of solutions. both can be any real numbers, giving us an infinite set of vectors that satisfy the condition. Answer to if a= 5,0,−1 , find a vector b such that compab=5 b= upload image. math mode. Video answer: the problem is if a is equal to 3 negative 1 point and a scattered projection of b is equal to 2 point the scale projection of b is equal to 2 point, so blotting b is equal to e 123 point. 3 b, 1 minus b 3 over root of 10 is equivalent. I've never had an app explain the steps in such detail that i understood. it's exactly the way my professor is teaching it, and i might actually pass pre calc!!.
Solved If A 4 0 1 ï Find A Vector B ï Such That Comp Chegg Video answer: the problem is if a is equal to 3 negative 1 point and a scattered projection of b is equal to 2 point the scale projection of b is equal to 2 point, so blotting b is equal to e 123 point. 3 b, 1 minus b 3 over root of 10 is equivalent. I've never had an app explain the steps in such detail that i understood. it's exactly the way my professor is teaching it, and i might actually pass pre calc!!. Q a) write recursive function rec max(arr,n) to find the maximum of a given vector arr (of length n). don't use the matlab. Click here 👆 to get an answer to your question ️ if a=langle 5,0, 1rangle , find a vector b such that comp ab=2. b=. Finding vector b:** given vector **a** = (5, 0, 1) and comp a **b** = 2. the component of vector **b** in the direction of vector **a** is given by the formula: comp a **b** = (**a** · **b**) ||**a**|| where: **a** · **b** is the dot product of vectors **a** and **b** ||**a**|| is the magnitude of vector **a** given that comp a **b. Substituting in the values for u and simplifying, we get: b = (15 sqrt (26), 0, 3 sqrt (26)) (b . (5 sqrt (26), 0, 1 sqrt (26))) (5 sqrt (26), 0, 1 sqrt (26)) we can solve for the scalar component of b by taking the dot product of both sides with u: b . u = (b . u)|u|^2 = (b . u) (5^2 0^2 ( 1)^2) = 26 (b .