what is the value of x? $x-44^\\circ$ $x$ $x-50^\\circ$ $x=\\square^\\c…
$94$
Question
what is the value of x?
$x-44^\\circ$
$x$
$x-50^\\circ$
$x=\\square^\\circ$
submit
Solution Steps
-
Understand the question
what is the value of x?
$x-44^\\circ$
$x$
$x-50^\\circ$
$x=\\square^\\circ$
submit -
Explanation
Step1: Use exterior angle theorem
The exterior angle of a triangle equals the sum of the two non-adjacent interior angles. So:
$$x = (x-44^\circ) + (x-50^\circ)$$Step2: Simplify the right-hand side
Combine like terms:
$$x = 2x - 94^\circ$$Step3: Solve for x
Subtract $x$ from both sides, add $94^\circ$ to both sides:
$$94^\circ = x$$ -
Final answer
$94$
Answer
Explanation
Step1: Use exterior angle theorem
The exterior angle of a triangle equals the sum of the two non-adjacent interior angles. So:
$$x = (x-44^\circ) + (x-50^\circ)$$
Step2: Simplify the right-hand side
Combine like terms:
$$x = 2x - 94^\circ$$
Step3: Solve for x
Subtract $x$ from both sides, add $94^\circ$ to both sides:
$$94^\circ = x$$
Answer
$94$
Question Image
Click to enlargeQuestion Analysis
Subject
mathematics
Sub Subject
geometry
Education Level
high school
Difficulty
unspecified
Question Type
with image, calculation
Multi Question
No
Question Count
1
Analysis Status
completed
Analyzed At
2026-02-09T20:25:53
OCR Text
Show OCR extraction
what is the value of x? $x-44^\\circ$ $x$ $x-50^\\circ$ $x=\\square^\\circ$ submit
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