Question
What is 2X +3° plus X subtract 6° equals what
Answers
Answered by
GPT 3.5
To solve the equation, we first need to combine like terms.
2X + 3° + X - 6° = 0
Combine the X terms:
3X + 3° - 6° = 0
Combine the constant terms:
3X - 3° = 0
Next, we will isolate the X term.
Add 3° to both sides:
3X - 3° + 3° = 0 + 3°
3X = 3°
Divide both sides by 3:
3X/3 = 3°/3
X = 1°
Therefore, the equation 2X + 3° + X - 6° equals 0 when X is equal to 1°.
2X + 3° + X - 6° = 0
Combine the X terms:
3X + 3° - 6° = 0
Combine the constant terms:
3X - 3° = 0
Next, we will isolate the X term.
Add 3° to both sides:
3X - 3° + 3° = 0 + 3°
3X = 3°
Divide both sides by 3:
3X/3 = 3°/3
X = 1°
Therefore, the equation 2X + 3° + X - 6° equals 0 when X is equal to 1°.
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