Medgirl314
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(180-a)=(90-a)+104
The discussion focuses on solving an equation involving the relationships between supplementary and complementary angles, specifically for angle θ. The equation derived is 2s = 4c + 104, where s represents the supplement and c represents the complement of angle θ. Participants emphasize the importance of correctly applying algebraic principles to manipulate the equations, ultimately leading to the solution θ = 52 degrees. The conversation highlights the necessity of understanding angle definitions and algebraic operations to arrive at the correct answer.
PREREQUISITESStudents in Algebra 1 or 2, educators teaching angle relationships, and anyone seeking to improve their algebraic problem-solving skills.
Medgirl314 said:I forgot the 104. Maybe this will work. (360-2A)=(360-4A)+104
Medgirl314 said:Okay, here is the solution we came up with.
2S=4c + 104=A
(360-2A)=(360-4A)+104
(-2A)=(4A)+104
Medgirl314 said:I assumed that since a negative number plus a negative number is also a negative number
Yes, I need to brush up on algebra as I took a different mathematics course last year, but it is coming back to me as I take Algebra 2 and Precalculus. :-)
Did you author Microwave Physics by any chance?