Jawab:
Penjelasan dengan langkah-langkah:
iw + z = -(1+i)
2z - (1+i)w = 40/(6-2i) = 20(3+i)/(10) = 6+2i
z = -(1+i(w+1))
2(-(1+i(w+1)) - (1+i)w = 6+2i
-2-2iw-2i - w - iw = 6+2i
-w(3i+1) = 8+2i
w = -2(4+i)/(3i+1)
w = -2(4+i)(3i-1)/(-9-1)
w = (12i-4-9-i)/(5)
w = (11i-13)/(5)
w = -13/5 + 11/5 i
iw = -(11+13i)/(5)
iw+z = -(1+i)
-(11+13i)/5 + z = -(1+i)
11+13i - 5z = 5+5i
5z = 6+8i
z = (6+8i)/(5)
z = 6/5 + 8/5 i
" Life is not a problem to be solved but a reality to be experienced! "
© Copyright 2013 - 2024 KUDO.TIPS - All rights reserved.
Jawab:
Penjelasan dengan langkah-langkah:
iw + z = -(1+i)
2z - (1+i)w = 40/(6-2i) = 20(3+i)/(10) = 6+2i
z = -(1+i(w+1))
2(-(1+i(w+1)) - (1+i)w = 6+2i
-2-2iw-2i - w - iw = 6+2i
-w(3i+1) = 8+2i
w = -2(4+i)/(3i+1)
w = -2(4+i)(3i-1)/(-9-1)
w = (12i-4-9-i)/(5)
w = (11i-13)/(5)
w = -13/5 + 11/5 i
iw = -(11+13i)/(5)
iw+z = -(1+i)
-(11+13i)/5 + z = -(1+i)
11+13i - 5z = 5+5i
5z = 6+8i
z = (6+8i)/(5)
z = 6/5 + 8/5 i