anonymous
  • anonymous
Find the value of x
Geometry
  • Stacey Warren - Expert brainly.com
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SOLVED
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katieb
  • katieb
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anonymous
  • anonymous
anonymous
  • anonymous
hello you there
anonymous
  • anonymous
both sides are equal on the bottom so 70 and 70 so 180 - 70-70 = x

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More answers

anonymous
  • anonymous
so its 70 @Ko-Ki
anonymous
  • anonymous
Since the legs are the same length, the angles they form with the base are equal. Add those together and subtract from the total number of degrees in a triangle.
anonymous
  • anonymous
180 - 70- 70 = 40 x =40
anonymous
  • anonymous
so i subtract 180-70
anonymous
  • anonymous
twice both angles on bottom are 70 so 180-140
anonymous
  • anonymous
ok thanks can you help me with two more
anonymous
  • anonymous
ok
anonymous
  • anonymous
find values of x and y
anonymous
  • anonymous
when you cut the triangle it makes a 2 right triangles so x= 90
anonymous
  • anonymous
ok
anonymous
  • anonymous
then for y you have all values filled in so 180 -90- 65 = then you get y both triangles are same
anonymous
  • anonymous
25
anonymous
  • anonymous
yes
anonymous
  • anonymous
what is the value of x
anonymous
  • anonymous
the length is the same for the 2 top angles so both are same 180/93.5 = 46.5
anonymous
  • anonymous
is it 46.75 because thats not the answer choice
anonymous
  • anonymous
i had a typo *face palm* that is right
anonymous
  • anonymous
a gable roof peaks at its center and has two sloping sides. if the peak of a gable roof is 70, then find the measure of the formed by the sides of the roof with a line parallel to the ground
anonymous
  • anonymous
it's the same as the last question 180 -70 /2
anonymous
  • anonymous
55 and could you help me like with six more please
anonymous
  • anonymous
i can't i have plans......
anonymous
  • anonymous
ok what about one more
anonymous
  • anonymous
fine
anonymous
  • anonymous
find the value of x
anonymous
  • anonymous
x = (5x+12)+(3x+8) solve for x
anonymous
  • anonymous
ok do i add up 5x + 3x = 8 and 12+ 8 = 20 and dived 20/8

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