Explanation Given Information: The provided equations are, ( a ) x + y = 1 , ( b ) x − y = 1 ( c ) x + y = − 1 and ( d ) x − y = − 1 and the provided graphs are, Consider the provided equation, ( a ) x + y = 1 Write the provided equation x + y = 1 in the form of equation of line y = m x + c , this gives, y = − x + 1 Now compare the provided equation y = − x + 1 with the equation of line y = m x + c . This gives the slope m = − 1 and the y -intercept + 1 . Now consider the provided equation, ( b ) x − y = 1 Write the provided equation x − y = 1 in the form of equation of line y = m x + c , this gives, y = x − 1 Now compare the provided equation y = x − 1 with the equation of line y = m x + c . This gives the slope m = 1 and the y -intercept − 1 . Now consider the provided equation, ( c ) x + y = − 1 Write the provided equation x + y = − 1 in the form of equation of line y = m x + c , this gives, y = − x − 1 Now compare the provided equation y = − x − 1 with the equation of line y = m x + c . This gives the slope m = − 1 and the y -intercept − 1 . Now consider the provided equation, ( d ) x − y = − 1 Write the provided equation x − y = − 1 in the form of equation of line y = m x + c , this gives, y = x + 1 Now compare the provided equation y = x + 1 with the equation of line y = m x + c

12th Edition

ISBN: 9780134464053

Author: HAIR

Publisher: YUZU

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Chapter 1.2, Problem 63E

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The correct match of the equations (a) x+y=1, (b) x−y=1 (c) x+y=−1 and (d) x−y=−1 from the following graphs,

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Chapter 1.2, Problem 62E

Chapter 1.2, Problem 64E

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EBK FINITE MATHEMATICS & ITS APPLICATIO

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The correct match of the equations ( a ) x + y = 1 , ( b ) x − y = 1 ( c ) x + y = − 1 and ( d ) x − y = − 1 from the following graphs,

Solution Summary: The author explains how to determine the correct match of the equations (a)x+y=1,

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The correct match of the equations (a) x+y=1, (b) x−y=1 (c) x+y=−1 and (d) x−y=−1 from the following graphs,

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