Monday's (03/17/25) Homew Savvas Realize Vivian Mannon - [Template] 2 1177 Risen Star Way - Google Solution - Gauth savvasrealize.com/dashboard/classes/e16cf9b382d347158d0ce7ae16ce1115/details/assignments/5624441340d5430dacdadd54f725edca/review/content/94a... School Email Home Email Puzzle Math Genisis Spotify Blooket Civics Textbook More Math Classroom Quizlet Kahoot Gimkit LA Artical PERIOD 9 - PRE-ALGEBRA 8 DUE Tuesday's (03/18/25) Homework: 6-8 HW MathXL Mar 20-8:00 am i 6.8.PS-19 Question Help Frror $$ \Delta $$ nalvcic $$ \cap n $$ a roront math toct a toarhor ackod for tho A. Jacob thought that $$ \angle \mathrm{w} $$ and $$ \angle \mathrm{y} $$ are corresponding angles, when actually $$ \angle \mathrm{w} $$ and $$ \angle \mathrm{t} $$ are corresponding angles and the sum of their measures is $$ 180^{\circ} $$. B. Jacob thought that $$ \angle \mathrm{w} $$ and $$ \angle \mathrm{t} $$ are corresponding angles, when actually $$ \angle \mathrm{w} $$ and $$ \angle \mathrm{y} $$ are corresponding angles and have the same measure. C. Jacob thought that $$ \angle \mathrm{w} $$ and $$ \angle \mathrm{t} $$ are corresponding angles, when actually $$ \angle \mathrm{w} $$ and $$ \angle \mathrm{y} $$ are corresponding angles and the sum of their measures is $$ 180^{\circ} $$. D. Jacob thought that $$ \angle \mathrm{w} $$ and $$ \angle \mathrm{y} $$ are corresponding angles, when actually $$ \angle \mathrm{w} $$ and $$ \angle \mathrm{t} $$ are corresponding angles and have the same measure. Click to select your answer and then click Check Answer. All parts showing Clear All Final Check Review Progress Question 6 of 6 Back Next

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UpStudy AI · Accepted Answer

1. Jacob incorrectly identified the corresponding angles.
2. In a diagram with parallel lines, corresponding angles are congruent (their measures are equal).
3. The correct pair of corresponding angles in the diagram is $$ \angle w $$ and $$ \angle t $$; they are congruent.
4. Instead, Jacob mistakenly identified $$ \angle w $$ and $$ \angle y $$ as corresponding angles.
5. Thus, the correct statement is:  
   Jacob thought that $$ \angle w $$ and $$ \angle y $$ are corresponding angles, when actually $$ \angle w $$ and $$ \angle t $$ are corresponding angles and have the same measure.

The correct answer is D.
Jacob thought $$ \angle w $$ and $$ \angle y $$ are corresponding angles, but they are actually $$ \angle w $$ and $$ \angle t $$, which are congruent. So, the correct answer is D.

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