What Is The Square Root Of –16? –8i –4i 4i 8i
. Correct options are a) and d) let the square root of −15−8i be x+iy. −15−8i=(4i) 2 −2.4i.1+1 2 [ since i 2 =−1]=(4i−1) 2 square root of the given complex number is ±(4i−1).
Simplify wisely when finding the roots of the equations. Video answer:basically we need to write this complex number in standard form and we know that the standard form is nothing but form of a place where is the number? So, x 2− x 216=−15.
We Need To Find The.
So, x 2− x 216=−15. Negative numbers don’t have real square roots since a square is either positive or 0. ⇒xy=−4 and x 2−y 2=−15.
Correct Options Are A) And D) Let The Square Root Of −15−8I Be X+Iy.
It’s 4.because it doesn’t matter if it’s positive or negative 16, the square root will always be 4. Simplify wisely when finding the roots of the equations. 2 show answers another question on mathematics.
−15−8I=(4I) 2 −2.4I.1+1 2 [ Since I 2 =−1]=(4I−1) 2 Square Root Of The Given Complex Number Is ±(4I−1).
The time for answering the question is. Okay so you have a complex number three plus four. Study with quizlet and memorize flashcards containing terms like which complex number has an absolute value of 5?
I And You Want To Find The Square Root Of That Number?
Add your answer and earn points. Video answer:basically we need to write this complex number in standard form and we know that the standard form is nothing but form of a place where is the number?
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