Solved

Plot the Complex Number and Find Its Absolute Value $\sqrt { 95 }$

Question 1

Multiple Choice

Plot the complex number and find its absolute value.
-5 + 10i

A) $Plot the complex number and find its absolute value. -5 + 10i A) -5 + 10i| = \sqrt { 95 } B) |-5 + 10i| = 2 \sqrt { 7 } C) |-5 + 10i| = 5 \sqrt { 5 } D) |-5 + 10i| = \sqrt { 22 } E) |-5 + 10i| = \sqrt { 105 }$ -5 + 10i| = $\sqrt { 95 }$
B) $Plot the complex number and find its absolute value. -5 + 10i A) -5 + 10i| = \sqrt { 95 } B) |-5 + 10i| = 2 \sqrt { 7 } C) |-5 + 10i| = 5 \sqrt { 5 } D) |-5 + 10i| = \sqrt { 22 } E) |-5 + 10i| = \sqrt { 105 }$ |-5 + 10i| = $2 \sqrt { 7 }$
C) $Plot the complex number and find its absolute value. -5 + 10i A) -5 + 10i| = \sqrt { 95 } B) |-5 + 10i| = 2 \sqrt { 7 } C) |-5 + 10i| = 5 \sqrt { 5 } D) |-5 + 10i| = \sqrt { 22 } E) |-5 + 10i| = \sqrt { 105 }$ |-5 + 10i| = $5 \sqrt { 5 }$
D) $Plot the complex number and find its absolute value. -5 + 10i A) -5 + 10i| = \sqrt { 95 } B) |-5 + 10i| = 2 \sqrt { 7 } C) |-5 + 10i| = 5 \sqrt { 5 } D) |-5 + 10i| = \sqrt { 22 } E) |-5 + 10i| = \sqrt { 105 }$ |-5 + 10i| = $\sqrt { 22 }$
E) $Plot the complex number and find its absolute value. -5 + 10i A) -5 + 10i| = \sqrt { 95 } B) |-5 + 10i| = 2 \sqrt { 7 } C) |-5 + 10i| = 5 \sqrt { 5 } D) |-5 + 10i| = \sqrt { 22 } E) |-5 + 10i| = \sqrt { 105 }$ |-5 + 10i| = $\sqrt { 105 }$