find the measure of X. i really need help fast!
(62+x) degrees equals 115 degrees. Why? Find x.
@mathmale how do i start?
62 - 115 = 53
@mathmale 180 - 115 = 65. is that it? and if so where does 62 fit in that?
After applying the Alternate Interior Angles theorem, try solving the equation. Mathmale spelled it out for you. Write EXACTLY what mathmale said.
62+x = 115.
There it is. Solve away!
is x equal to 62?
62+x=115, 115 - 62 = 53. i really don't get it
What is there not to get. Part of your education is learning when you are done.
how does x not equal 53 in 62+x=115
Who said it doesn't?
:/
wait so 62+x=115 and x is 53 in that. that would be 62 is done bc it was part of 115. so 180-115 = 65
would mean*
Alternate interior Angles says: 62 + x = 115 Algebra says x = 115 - 62 = 53 Recognition says we're done.
Look at the diagram, You see that there is a transversal in between the two parallel lines. Based off the `Alternate Interior Angles Theorem` Angle P is equal to Angle R. So... \(\Large\bf{\angle P = \angle R}\) Substitute. `Remember Angle P is made up of angle x and angle 62`. \(\LARGE\bf{ 62 + x = 115}\) Simplify.
Alternate Interior Angles Theorem:|dw:1482297878505:dw|
so 62 = x? 62 is congruent to x
Not quite. Look at what tkhunny said above my post.
\(\color{#0cbb34}{\text{Originally Posted by}}\) @tkhunny Alternate interior Angles says: 62 + x = 115 Algebra says x = 115 - 62 = 53 Recognition says we're done. \(\color{#0cbb34}{\text{End of Quote}}\)
x = 53º, if you want to fancy it up.
so in this whole thing x is 53?
Yes sir/ma'am.
so to go back to the original question, x is 53 in that?
That was the only problem up so, Yes.
what about 180?
180?
with angles you always do something with 180 right?
180 is not needed in this problem. If we were to use 180 by assuming that the angle across is also equal 62 we would have `62 + 62 + x = 180` in which we simplify to `180-124=x` and get `x = 56` which would not be correct.
ok thx
np ;)
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