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@Arcadiouse
In a parallelogram opposite angles are congruent to each other. This means that angles lying on the same side are equal to 180 degrees (due to a parallelogram equaling to 360 degrees). \(\large\bf{(6x+20)+(4x+10)=180}\) Simplify.
What would `x` equal?
Okie, one second, lemme do the math
By combining like terms and simplifying, wouldn't you get 10x+30?
Correct. Now you need to isolate x.
Factor?
@demolisher1224
Not quite. You have \(\large\bf{10x+30=180}\) right? We would need to isolate x by first subtracting 30 from both sides. \(\large\bf{10x=150}\) now we divide by 10 from each side to isolate x. What is x?
1 & 15?
foundit
Well yes for it equaling for 15. It is said as `x equals 15` since this is a variable we do not assume x is equal to 1. (if that is what you mean). So now we know `x = 15` we can now plug this into the expression. \(\large\bf{ m \angle A = 6(15)+20}\)
Simplify.
110?
sorry can't help not really good with these questions
Correct.
Ohhhh
XD
Dumb me
you'll get it ;)
im in this topic right now and i failed everything so far
well if you need help in it @demolisher1224 just ask i can help you if you need it ;)
Okie, thanks
ok i will
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