Rationalise the denomenator 1/-3+2i
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Answer: -3/13 -2i/13
Step-by-step explanation:
= 1/-3+2i x (-3 -2i)/(-3-2i). (Multiplying and dividing by (-3-2i)
= ( -3-2i)/ ( (-3)² - (2i)² ). ( (a-b)(a+b) = a² - b² )
= (-3-2i) / (9 - 4(i²) )
= (-3-2i) / (9+4). ( i² = (-1) )
= -3/13 -2i/13
Hope you understand :)
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