Vector u= < 9,-2> v=< -1,7> w=< -5,-8> arrange the vector operations in ascending order of their magnitudes of their resultant vectors operations: 1.) -1/2u + 5v2.) 1/6 (u+2v-w)3.)5/2u-3w4.)u-3/2v+2w+1/2w 6.)3u-v-5/2w

The ascending order is:

2) ,4), 5) ,1) ,6) ,3)

Step-by-step explanation:

We are given u=<9,-2> , v=<-1,7> , w=<-5,-8>

The magnitude of some vector <a,b> is given by:  

we will find the representation of each of the vectors in order to calculate their magnitudes and arrange them in the ascending order.

1)

on calculating the value of this operation:

Hence, the magnitude of   is:

37.2324

2)

the value of this operation is given as:

Hence, the magnitude of   is:

3.8873

3)

The value of this operation is given as:

Hence, the magnitude of   is:

42.0387

4)

The value of this operation is given as:

Hence, the magnitude of   is:

7.5166

5)

the value of the operation is given as:

Hence, the magnitude of is:

32.0351

6)

The value of this operation is:

Hence the magnitude of   is:

40.5863

On Arranging the above operations on the basis of their magnitude in ascending order we get the order as:

2) ,4), 5) ,1) ,6) ,3)

the above answer is correct

Step-by-step explanation: I got this right on Edmentum

step-by-step explanation: