Answers

1. The resulting vector of the given vector is <8.5, -8>. Thus option A is correct.

   According to the statement

   we have to find the resulting vector of the given vector which is 2w -z.

   So, For this purpose, we know that the

   A resultant vector is defined as the combination of two or more single vectors, which has its own direction and magnitude.

   So,

   We have the following vectors:

   w = <3.5, -6>

   z = <-1.5, -4>

   We want to find:

   2w – z

   Substituting we have:

   2w – z = 2 (<3.5, -6>) – (<-1.5, -4>)

   Rewriting we have:

   <7, -12> + <1.5, 4>

   Adding component to component:

   <(7 + 1.5), (-12 + 4)>

   <8.5, -8>

   So, The resulting vector of the given vector is <8.5, -8>. Thus option A is correct.

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   Question:

   Select the correct answer. if w = <3.5, -6> and z = <-1.5, -4>, what is the resulting vector for 2w − z?

   A. <8.5, -8>.

   B. <6.5, -4>.

   C. <10.5, -9>.

   D. <5.5, -8>.

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