plz help me in finding the values of x,y,z
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In a traingle sum of all the angles is 180°,
Here, x, 75° and 70° are of 1 triangle(Observe Carefully),
Since they are in 1 triangle we can say that, Their sum is 180°,
=> x + 75° + 70° = 180°,
=> x = 180° - 145°,
=> x = 35°,
Now, We also knew that, Sum of angles, that are adjacent on a line is 180°,
Here Z and 75° are on same line and adjacent,
So, by the statement we can say that there sum is 180°,
=> Z + 75° = 180°,
=> Z = 105°,
Here y, 50° and other unknown angle are also in a same triangle which means their sum is also 180°,
Let the unknown angle be m,
Now from the 2nd statement we can say that,
70° + m = 180°,
=> m = 110°,
We got the m, Now we can find, value of y, From the statement 1 we can write that,
y + m + 50° = 180°, Substituting m and finding value of y,
=> y + 110 °+ 50° = 180,
=> y = 180° - 160°
=> y = 20°,
Therefore the values of x,y and z are 35°, 20° and 105° respectively,
If there is an error please do report and remind me !
Hope you understand, Have a great day !
Thanking you, Bunti 360 !
Here, x, 75° and 70° are of 1 triangle(Observe Carefully),
Since they are in 1 triangle we can say that, Their sum is 180°,
=> x + 75° + 70° = 180°,
=> x = 180° - 145°,
=> x = 35°,
Now, We also knew that, Sum of angles, that are adjacent on a line is 180°,
Here Z and 75° are on same line and adjacent,
So, by the statement we can say that there sum is 180°,
=> Z + 75° = 180°,
=> Z = 105°,
Here y, 50° and other unknown angle are also in a same triangle which means their sum is also 180°,
Let the unknown angle be m,
Now from the 2nd statement we can say that,
70° + m = 180°,
=> m = 110°,
We got the m, Now we can find, value of y, From the statement 1 we can write that,
y + m + 50° = 180°, Substituting m and finding value of y,
=> y + 110 °+ 50° = 180,
=> y = 180° - 160°
=> y = 20°,
Therefore the values of x,y and z are 35°, 20° and 105° respectively,
If there is an error please do report and remind me !
Hope you understand, Have a great day !
Thanking you, Bunti 360 !
Bunti360:
thank you for choosing my answer as Brainliest answer !
Answered by
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