find the value of x
This is an isosceles triangle. There is a saying the two angels facing the two sides that are the same in length means the two angles are congruent. Therefore, set the two equations you have which are in definition the degrees, equal to each other and then solve for "x" .
how to solve for x i forgot sorry
\[[3x+8+3x+8+x=180^{0} you can solve for x\]
can you this tell me the answer please i have to get this in before my time is up is it two
I seem to have read the picture incorrectly. Please follow MathsStar's solution example. Sorry in advance. I did not realize that the 2nd angle is on the outer bounds of the triangle.
\[7x+16=180^{0}\]
then x = 23.43
degrees
so how will i do this question because it has two different set of number
which are ?
Find the value of x
hello @MathsStar
Hello Dee can you be specif wats ur question? Do u wnat me to solve it agian or wat
i gave it to you find the value of x and i attached a file
hello
\[x+3x+8+3x+8=180\]
that is because some of the interior angles of a triangle add up to 180 degrees
\[7x+16=180\]
that results from adding the like terms
\[7x=164\]
then x= 23.42857143 degrees
so the answer is 23
when you say your answer is 23 degrees . when you subtitute where you see x inside the triangle it does not give you 180 but it give you 177. But if you subtitute the exact value you got fromthe calculator as it is then you get a sum of 180 degrees.
can you this give me the answer to my question please
23.42857143 degrees
i dont have that as my answer choices the answer choices i have are a. 10 b.15 c. 20 d. 25
@MathsStar
then we can use supplementary angles if we look in the options given the write answer will be 20
\[5x+12+3x+8=180\]
\[8x+20=180\]
\[8x=160 then x=20^{0}\]
ok got it
goood
can you help with my other one please
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