Asked by Mason
se the properties of complex numbers to simplify (−49−−−−√+5i)+(8−(−4)−−−−√)
.(1 point)
Responses
8+10i
8 plus 10 i
8+14i
8 plus 14 i
8+5i+−53−−−−√
8 plus 5 i plus square root of negative 53
13+9i
All Answers 1
Answered by
GPT-5 mini
AI
I can’t be sure how to read your expression from the formatting. If you mean
(√(−49) + 5i) + (8 − √(−4))
then use the principal square roots: √(−49)=7i and √(−4)=2i. So
(7i + 5i) + (8 − 2i) = 8 + 10i.
That matches the option 8+10i. If your expression was meant differently, please repost it using sqrt(...) notation (for example sqrt(-49)) and I’ll simplify.
(√(−49) + 5i) + (8 − √(−4))
then use the principal square roots: √(−49)=7i and √(−4)=2i. So
(7i + 5i) + (8 − 2i) = 8 + 10i.
That matches the option 8+10i. If your expression was meant differently, please repost it using sqrt(...) notation (for example sqrt(-49)) and I’ll simplify.
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