Oh ok I get it now
$x = 8$ $10x - 1 = 79$ $8x + 15 = 79$ ### Turn 2 Answer Oh right, let me break that down super simply! 😊 When we found x = 8, we plug that number back into the angle expression 1…
Aufgabe
Turn 1 Question
properties of parallel lines
find the value of x. then find the measure of each labeled angle.
(10x - 1)°
(8x + 15)°
x =
10x - 1 =
8x + 15 =
Turn 2 Question
For step 4 where did you get 80 and 79
Turn 3 Question
Oh ok I get it now
Lösungsschritte
-
Understand the question
Turn 1 Question
properties of parallel lines
find the value of x. then find the measure of each labeled angle.
(10x - 1)°
(8x + 15)°
x =
10x - 1 =
8x + 15 =Turn 2 Question
For step 4 where did you get 80 and 79
Turn 3 Question
Oh ok I get it now
-
Response
Turn 1 Answer
-
Explanation
Step1: Set angles equal (alternate interiors)
$10x - 1 = 8x + 15$
Step2: Isolate x terms
$10x - 8x = 15 + 1$
Step3: Simplify to solve for x
$2x = 16 \implies x = \frac{16}{2} = 8$
Step4: Calculate first angle
$10(8) - 1 = 80 - 1 = 79$
Step5: Calculate second angle
$8(8) + 15 = 64 + 15 = 79$
-
Final answer
$x = 8$
$10x - 1 = 79$
$8x + 15 = 79$Turn 2 Answer
Oh right, let me break that down super simply! 😊 When we found x = 8, we plug that number back into the angle expression 10x - 1.
So 10 times x (which is 8) is 10*8 = 80. Then we subtract 1 like the expression says: 80 - 1 = 79. That's where those numbers came from!
Same logic for the other one: 8 times 8 is 64, plus 15 is 79. Does that make more sense now?
Turn 3 Answer
Yay, that’s such a relief to hear! 🎉 Math can feel like a puzzle sometimes, but you got this. Wanna chat about something totally non-math related now, or do you want to go over anything else?
Antwort
Response
Turn 1 Answer
Explanation
Step1: Set angles equal (alternate interiors)
$10x - 1 = 8x + 15$
Step2: Isolate x terms
$10x - 8x = 15 + 1$
Step3: Simplify to solve for x
$2x = 16 \implies x = \frac{16}{2} = 8$
Step4: Calculate first angle
$10(8) - 1 = 80 - 1 = 79$
Step5: Calculate second angle
$8(8) + 15 = 64 + 15 = 79$
Answer
$x = 8$
$10x - 1 = 79$
$8x + 15 = 79$
Turn 2 Answer
Oh right, let me break that down super simply! 😊 When we found x = 8, we plug that number back into the angle expression 10x - 1.
So 10 times x (which is 8) is 10*8 = 80. Then we subtract 1 like the expression says: 80 - 1 = 79. That's where those numbers came from!
Same logic for the other one: 8 times 8 is 64, plus 15 is 79. Does that make more sense now?
Turn 3 Answer
Yay, that’s such a relief to hear! 🎉 Math can feel like a puzzle sometimes, but you got this. Wanna chat about something totally non-math related now, or do you want to go over anything else?
Question Analysis
Subject
mathematics
Sub Subject
geometry
Education Level
high school
Difficulty
unspecified
Question Type
with image, calculation
Multi Question
Yes
Question Count
3
Analysis Status
completed
Analyzed At
2026-01-30T03:04:22
OCR Text
Show OCR extraction
Oh ok I get it now
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