Question

multiplicative inverse of \[2+3i \div2-3i\]

Answer 1

multiplicative inverse of
\[\frac{2+3i}{2-3i}\] is \[\frac{2-3i}{2+3i}\]

Answer 2

since
\[\frac{2+3i}{2-3i} \cdot \frac{2-3i}{2+3i}=1\]

Answer 3

is there a further step because thats none of the answers match that

Answer 4

you can always right it in a+bi form

Answer 5

the all have like 5-12i and tings of that sort

Answer 6

just do
\[\frac{2-3i}{2+3i} \cdot \frac{2-3i}{2-3i}\]

Answer 7

they*