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555-605 (Medium)|   Geometry|      
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KSBGC
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In the figure , AB is parallel to PQ. [m]\angle[/m] XYB = 40 and [m]\a Updated on: 12 Oct 2019, 02:18
Originally posted by KSBGC on 12 Oct 2019, 01:12.
Last edited by KSBGC on 12 Oct 2019, 02:18, edited 1 time in total.
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25% (medium)

Question Stats:

87% (01:55) correct 13% (02:31) wrong based on 31 sessions

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In the figure , AB is parallel to PQ. \(\angle\) XYB = 40 and \(\angle\) XZQ = 35, what is the value of \(\angle\) YXZ ?

A)60
B)75
C)85
D)90
E)110
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B

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KSBGC
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In the figure , AB is parallel to PQ. [m]\angle[/m] XYB = 40 and [m]\a 12 Oct 2019, 02:19
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Apt0810
Is Option B = 75°?

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I have edited the question. Yes . The answer is 75.
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KSBGC
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In the figure , AB is parallel to PQ. [m]\angle[/m] XYB = 40 and [m]\a 14 Oct 2019, 20:52
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chetan2u, kindly provide solution of this one.
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QuantMadeEasy
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In the figure , AB is parallel to PQ. [m]\angle[/m] XYB = 40 and [m]\a 14 Oct 2019, 21:11
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KSBGC
In the figure , AB is parallel to PQ. \(\angle\) XYB = 40 and \(\angle\) XZQ = 35, what is the value of \(\angle\) YXZ ?

A)60
B)75
C)85
D)90
E)110
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Draw a line a parallel to AB passing through X. Apply property that alternate interior angles are equal.
therefore, angle YXZ = 40 + 35 = 75

B is correct
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GMAT Focus 1: 735 Q90 V89 DI81
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In the figure , AB is parallel to PQ. [m]\angle[/m] XYB = 40 and [m]\a 14 Oct 2019, 22:06
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KSBGC
In the figure , AB is parallel to PQ. \(\angle\) XYB = 40 and \(\angle\) XZQ = 35, what is the value of \(\angle\) YXZ ?

A)60
B)75
C)85
D)90
E)110
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Draw a line parallel to the two parallel lines passing through x.
Now alternate angles are equal
So BYX=40=YXE
XZQ=35=ZXE

XYZ=YXE+ZXE=40+35=75

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