Find the norm of v.
D) 0

Question

Find the norm of v. 
D) 0

Quizplus · Accepted Answer

The norm of a vector is calculated by taking the square root of the sum of the squares of its components. In this case, we have:

v = (11ead0bc_8e40_77ce_99a0_db3d32f2270d_TB6988_11, 11ead0bc_8e40_c5f3_99a0_9bb22c126e3f_TB6988_11)

So, the norm of v is given by:

||v|| = sqrt((11ead0bc_8e40_77ce_99a0_db3d32f2270d_TB6988_11)^2 + (11ead0bc_8e40_c5f3_99a0_9bb22c126e3f_TB6988_11)^2)

Simplifying this expression gives us:

||v|| = sqrt(266b841d_1c80_74b0_3382_4511396aa4ac_TB6988_11)

Therefore, the correct answer is E, which gives this value for ||v||.

Find the Norm of V