loracarpenterlvn loracarpenterlvn
  • 03-05-2022
  • Mathematics
contestada

Given ABC = DCB; m A= 45°; m ABC = 3x;
m DBC = 30 and m ACB = 4y + 2, find the values of x and y.

Given ABC DCB m A 45 m ABC 3x m DBC 30 and m ACB 4y 2 find the values of x and y class=

Respuesta :

MushroomOat
MushroomOat MushroomOat
  • 03-05-2022
Well, since the two triangles are congruent, angles DBC and ACB are equal to each other.
So, 30=4y + 2
Subtract 2, 28=4y
Divide by 4, 7 = y


Now since all angles in a triangle are equal to 180 you can do :
180 = (45 + 3x + 30)
Simplify, 180=3x +75
Subtract 75, 105 = 3x
Divide by 3, 35=x
Answer Link

Otras preguntas

So heres my equation -a+6 less than or equal to 5 what I got was -a is less than or equal to -1 am I correct or just what is the real true correct Answer?
The equation cos(35) =a/25 can be used to find the length of bc
For f(x) =3x + 2, find f(x) when x=4 and when x= -1
How are landforms similar and different in the areas that make up north africa, southwest asia, and central asia?
Hey! Can someone help me with this? Thanks!! Consider this claim: Headphones should be manufactured so that music volumes must remain at a safe level to protec
Where did Columbus land when he found America? 3 word riddle
whose efforts in mexico helped start the green revolution
Help me please with this
How is sunlight used in photosynthesis
como puedo aprender mejor ingles?