`(v)(1-i)^2(1+i)-(3-4i)^2`

Simplify each of the following and express it in the form a + ib : {:((i),2(3+4i)+i(5-6i),(ii),(3+sqrt(-16))-(4-sqrt(-9))),((iii),(-5+6i)-(2+i),(iv),(8-4i)-(-3+5i)),((v),(1-i)^(2)(1+i)-(3-4i)^(2),(vi),(5+sqrt(-3))(5-sqrt(-3))),((vii),(3+4i)(2-3i),(viii),(-2+sqrt(-3))(-3+2 sqrt(-3))):}

Reduce ((1)/(1-4i)-(2)/(1+i))((3-4i)/(5+i)) to the standard form.

Reduce (1/(1-4i) -2/(1+i))((3-4i)/(5+i)) to the standard form.

Reduce to the standard form (1/(1-4i)-2/(1+i))((3-4i)/(5+i)) .

Reduce (1/(1-4i)-2/(1+i))((3-4i)/(5+i)) to the standard form.

Reduce (1/(1-4i) -2/(1+i))((3-4i)/(5+i)) to the standard form.

Reduce (1/(1-4i) -2/(1+i))((3-4i)/(5+i)) to the standard form.

Reduce (1/(1-4i) -2/(1+i))((3-4i)/(5+i)) to the standard form.

Reduce (1/(1-4i) -2/(1+i))((3-4i)/(5+i)) to the standard form.

Express the following complex numbers in the standard form a+i b :(1/(1-4i)-2/(1+i))((3-4i)/(5+i))