calculate the distance between (2+2i) and (6+5i)
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Answer:
Answer is 24.3
Step-by-step explanation:
2(6+5i)+2i(6+5i)
12+10i+12i+10i^2
10i^2+22i+12
use formula of quadric equation
that is X=b+√b^2-4ac/2a
here a=10,b=22,c=12
i = 484+√484-480/20
i = 484+√4/20
i = 484+2/20
i= 486/20
i =24.3
hence distance = 24.3
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