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Consider w1 = 4 + 2i and w2 = –1 – 3i. Which graph represents the sum w1 + w2?

Consider w1 = 4 + 2i and w2 = –1 – 3i. Which graph represents the sum w1 + w2?-example-1
Consider w1 = 4 + 2i and w2 = –1 – 3i. Which graph represents the sum w1 + w2?-example-1
Consider w1 = 4 + 2i and w2 = –1 – 3i. Which graph represents the sum w1 + w2?-example-2
Consider w1 = 4 + 2i and w2 = –1 – 3i. Which graph represents the sum w1 + w2?-example-3
Consider w1 = 4 + 2i and w2 = –1 – 3i. Which graph represents the sum w1 + w2?-example-4
User MStrutt
by
5.3k points

2 Answers

6 votes

Answer:

B on Edge

Explanation:

Got 100% on the test.

User Zoska
by
4.8k points
3 votes

Answer:

Option (2)

Explanation:

Two points having real and imaginary parts are,

w₁ = 4 + 2i

w₂ = -1 - 3i

By adding these numbers,

w₁ + w₂ = (4 + 2i) + (-1 - 3i)

= (4 - 1) + (2 - 3)i

= 3 - (1)i

Since, coordinates of a number on the graph are (x, y)

Here x = Real part

y = Imaginary part

Therefore, sum of these numbers will be (3, -1).

Option (2) will be the correct graph.

User Czar Pino
by
4.9k points