The tiles to the correct boxes to complete the pairs are,
1) -1= (4+i)(-4+i)/17
2) 10= (3+2i)^2-(2+3i)^2
3) -20= (2+5i)^2-20i+1
4) 16= (-2i)^4+(3i)^3+(27i)
We have given that,
(2 + 5i)^2 − 20i +1
(4 + i)(-4 + i) ÷ 17
(3 + 2i)^2 − (2 + 3i)^2
2i(5 + 4i) − 5(3 + 2i)
We have to determine the
Drag the tiles to the correct boxes to complete the pairs. Not all tiles will be used.
What is the complex number?
A complex number can be visually represented as a pair of numbers (a, b) forming a vector on a diagram called an Argand diagram, representing the complex plane.
So we get the correct options,
1) -1= (4+i)(-4+i)/17
2) 10= (3+2i)^2-(2+3i)^2
3) -20= (2+5i)^2-20i+1
4) 16= (-2i)^4+(3i)^3+(27i)
To learn more about the expression visit:
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