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gshreya2005
28.06.2019 •
Mathematics
An angle in standard position measures -7x/6 radians. in which quadrant does the terminal side of this angle lie
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Ответ:
What you got to do is convert -5π/3 radians into degrees.
Ответ:
Answer
1. We add - 5x to both sides
2. We add - 4 to both sides
Step-by-step explanation:
Presented with the expression
5x + (−2) = 6x + 4 we can simplify the right hand side as
5x −2 = 6x + 4
1. To remove the smaller x coefficient we need to add - 5x to both sides since the smaller coefficient is 5
5x −2+(-5x) = 6x + 4+ (- 5x)
5x-2-x5= 6x+4 - x5
5x-5x-2= 6x-5x+4
-2= x+4
2. To remove the constant from the right hand side we need to add - 4 to both sides seeing that the constant term is 4
5x + (−2) + (-4) = 6x + 4 +(-4)
5x-2-4= 6x+4-4
5x-6= 6x