Three vectors A, B and C are related via A+B=C. Which of the following diagrams illustrates these vectors?

Expert Solution

This problem is about the triangle law of vector addition.

To perform an addition , the following steps are to be done

Draw the vector A
Now, taking the front tip of A as the starting point, draw the vector B (the tail of vector B should touch the head of A)
Now, draw a vector, which has its tail at the tail of vector A and head at the head of vector B. This new vector is the sum of A and B.

So, the image where the head of C is at the head of B and the tail of C is at the tail of A is the correct answer.

The correct answer is option C

genius_generous answered 2 years ago

Three vectors A, B and C are related via B+C = A. Which of the following diagrams illustrates these vectors?

Give examples of sets of three vectors that are: a) Collinear b) Coplanar c) Not coplanar

Which of the following properties are vectors and which are scalars considering a three-dimensional space? Give...

Which of the following properties are vectors and which are scalars considering a three-dimensional space? Give a “typical” symbol and the S.I. units used to describe these properties, i.e. if I asked for mass density you would answer: ρ is a scalar in units g cm3 = 103 kg m3 ; maybe even state ρ = m V . a) force b) mass c) angular displacement d) energy e) linear acceleration f) the period of a pendulum g) work h)...

The following kets name vectors in the Euclidean plane: |a>, |b>, |c>. Some inner products: <a|a>...

The following kets name vectors in the Euclidean plane: |a>, |b>, |c>. Some inner products: <a|a> = 1, <a|b> = −1, <a|c> = 0, <b|c> = 1, <c|c> = 1 (a) Which of the kets are normalized? (b) Which of these are an orthonormal basis? (c) Write the other ket as a superposition of the two basis kets. What is the norm |h·|·i| of this ket (i.e., the length of the vector)? What is the angle between this ket and...

In parts a, b, and c, determine if the vectors form a basis for the given...

In parts a, b, and c, determine if the vectors form a basis for the given vector space. Show all algebraic steps to explain your answer. a. < 1, 2, 3 > , < -2, 1, 4 > for R^3 b. < 1, 0, 1 > , < 0, 1, 1> , < 2, 0, 1 > for R^3 c. x + 1, x^2 + 1, x^2 + x + 1 for P2 (R).

Which constant illustrates a substance's solubility in water? a). Ksp b). Kf c). Kb d). Ka

C++ Suppose the vector v = [4 -6 7]. Create three vectors: 1. p, which is...

C++ Suppose the vector v = [4 -6 7]. Create three vectors: 1. p, which is twice as long as v and points in the same direction as v 2. q, which has the same length as v and points in the opposite direction of v 3. r, which is three quarters the length of v and points in the same direction as v Print out the results of each vector calculation.

Define the following terms: a) Related diversification b) Unrelated diversification and c) Strategic fit. Which one...

Define the following terms: a) Related diversification b) Unrelated diversification and c) Strategic fit. Which one would you apply as the best method and why?

Which of the following illustrates the law of supply?

Which of the following illustrates the law of supply? A. An increase in the number of firms in an industry causes a shift of the supply curve. B. An increase in price causes an increase in the quantity supplied, and a decrease in price causes a decrease in the quantity supplied. C. A change in price causes a shift of the supply curve. D. All of the above illustrate the law of supply.

Which of the following illustrates confidence level?

Which of the following illustrates confidence level? Select the correct response: 1.0 90%-94% 90% 1.65

Question