which equation illustrates the identity property of multiplication?\n(a + bi)×c=(ac + bci)\n(a + bi)×0 =…

which equation illustrates the identity property of multiplication?\n(a + bi)×c=(ac + bci)\n(a + bi)×0 = 0\n(a + bi)×(c + di)=(c + di)×(a + bi)\n(a + bi)×1=(a + bi)

which equation illustrates the identity property of multiplication?\n(a + bi)×c=(ac + bci)\n(a + bi)×0 = 0\n(a + bi)×(c + di)=(c + di)×(a + bi)\n(a + bi)×1=(a + bi)

Answer

Brief Explanations:

The identity property of multiplication states that any number multiplied by 1 is the number itself. In the complex - number form ((a + bi)), when multiplied by 1, it remains ((a + bi)). The first option is the distributive property, the second is the zero - property of multiplication, and the third is the commutative property of multiplication.

Answer:

((a + bi)\times1=(a + bi)) (the fourth option)