Study the work shown below and compare the results to the product of - 2i (6 - 7i). (0 - 2i) (6 - 7i) = (0) (6) + (0) (-7i) + (-2i) (6) + (-2i) (-7i) = 0 + 0 - 12i + 14i2 = - 12i - 14 = - 14 - 12i The products are

Question

Mathematics

Leonardo Quinn

25 October, 08:42

Study the work shown below and compare the results to the product of - 2i (6 - 7i). (0 - 2i) (6 - 7i) = (0) (6) + (0) (-7i) + (-2i) (6) + (-2i) (-7i) = 0 + 0 - 12i + 14i2 = - 12i - 14 = - 14 - 12i The products are

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Answers (2)

Know the Answer?

Heidy Irwin · Answer 1

Heidy Irwin 25 October, 09:19

0

the answer is * Equal*.

Eden Montgomery · Answer 2

-2i (6 - 7i)

The first thing we must do is to solve this product and then compare it with the work shown.

Resolving we have

-2i (6 - 7i)

(-2i) * (6) + (-2i) * ( - 7i)

-12i + 14i ^ 2

-12i - 14

Comparing, we can say that the products are the same.

answer:

the products are the same.