Mr. Farison gave his class the three mathematical rules shown below to either prove or disprove. Which rules can be proved for all real numbers? 1. (m+p)2 = m2 + 2mp + p2 I. (x + y) = x³ + 3xy+y %3D II. (a? + b?)2 = (a² – b²)² + (2ab)? A I and II I and II C 1, only D Il and II

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.6: Exponential And Logarithmic Equations
Problem 3E
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ALGEBRAII 28-1 (THOMAS WILLIAMS, ID: 12390719)
Mr. Farison gave his class the three mathematical rules shown below to either prove or disprove. Which rules can
be proved for all real numbers?
1.
(m + p)2 = m2 + 2mp + p2
%3D
(x + y) = x³ + 3xy + y
I.
III.
(a + b')? = (a² - b?)² + (2ab)?
A
I and II
I and III
1, only
D.
Il and III
()
Transcribed Image Text:ALGEBRAII 28-1 (THOMAS WILLIAMS, ID: 12390719) Mr. Farison gave his class the three mathematical rules shown below to either prove or disprove. Which rules can be proved for all real numbers? 1. (m + p)2 = m2 + 2mp + p2 %3D (x + y) = x³ + 3xy + y I. III. (a + b')? = (a² - b?)² + (2ab)? A I and II I and III 1, only D. Il and III ()
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