An expression involving complex numbers is shown. 3(5+ 6i) Which statement explains the first step that should be taken to simplify this expression? Eliminate an i2 term, because i = -1. %3D B Combine 5 and 6i, because operations within parentheses should be performed first. O Use the distributive property, because multiplying 5+ 6i by 3 should be performed before squaring. DExpand (5 + 6i) as (5+ 6i)(5 + 6i), because squaring means to multiply the complex number by itself.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.2: Trigonometric Equations
Problem 96E
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Which statement explains the first step that should be taken to simplify this expression?
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ue stion 10/10
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A BOOKMARK
An expression involving complex numbers is shown.
3(5+ 6i)
Which statement explains the first step that should be taken to simplify this expression?
A Eliminate an i? term, because i = -1.
B) Combine 5 and 6i, because operations within parentheses should be performed first.
Use the distributive property, because multiplying 5+ 6i by 3 should be performed before squaring.
D Expand (5+ 6i} as (5+6i)(5+ 6i), because squaring means to multiply the complex number by itself.
wM
pe here to search
DELL
Transcribed Image Text:O UNIT 2- X O Mail - F x * Join co x O Nearpo x (4) Gen x E Edulast X M Mathw X ý. Tyler SI x A app.edulastic.com/student/assessment/5fd02e0c8f9f96000796dc5b/cdass/5fd0fd2142989d00084b9178/uta/5fd1281ff89383C ue stion 10/10 SUBMIT A BOOKMARK An expression involving complex numbers is shown. 3(5+ 6i) Which statement explains the first step that should be taken to simplify this expression? A Eliminate an i? term, because i = -1. B) Combine 5 and 6i, because operations within parentheses should be performed first. Use the distributive property, because multiplying 5+ 6i by 3 should be performed before squaring. D Expand (5+ 6i} as (5+6i)(5+ 6i), because squaring means to multiply the complex number by itself. wM pe here to search DELL
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