SOLUTION: To 2 decimal places, what is the magnitude of the vector whose column form is (p q) where p = -18 and q = -26?

SOLUTION: To 2 decimal places, what is the magnitude of the vector whose column form is (p q) where p = -18 and q = -26?

Algebra.Com

Question 987374: To 2 decimal places, what is the magnitude of the vector whose column form is
(p
q)
where p = -18 and q = -26?
Answer by Cromlix(4381) (Show Source): You can put this solution on YOUR website!
Hi there,
Magnitude of vector =
√(-18)^2 + (-26)^2
√324 + 676
√1000
= 31.62
Hope this helps :-)
RELATED QUESTIONS
To 2 decimal places, what is the magnitude of the vector whose column form is p ( (answered by Fombitz)

The magnitude of vector a is 17, and the magnitude of vector b is 18. The direction,... (answered by Fombitz)

A vector pi+qj where p and q are scalars has its magnitude twice that of the vectors i+3j (answered by ikleyn)

Given that P = (-4, 11) and Q = (-5, 8), find the component form and magnitude of vector... (answered by ikleyn)

Vector (r) has a magnitude of 10.5 units and is parallel to vector (q). Given that... (answered by ikleyn)

if 34.0356 is expressed in the form p/q where p and q are co prime integers then what can (answered by stanbon)

if p^2-q^2 = 48 and p-q = 12. What is the average of p and... (answered by mananth)

P and Q represent numbers, and P * Q means (P+Q)/2. What is the value of... (answered by ikleyn)

The vector V has initial point P and terminal point Q. Write V in the form ai+bj; that is (answered by longjonsilver)