- sparrowLv 71 month ago
I got 109°
To solve it, you just have to remember 2 rules.
1. If you add all 3 angles of a triangle it must equal 180.
2. Any angles that are made with a straight line...or a
straight line with another line running through it forming
2 angles. Well, those 2 angles must add up to 180°
Here's an example of number 2:
- Engr. RonaldLv 71 month ago
1st solve for Angle B
m∠ABD = 180 - 34 - 30 = 116°
solving for Angle DBC
m∠DBC = 180 - 116 = 64°
next solve the other Angle of smaller triangle Lets call it Angle BEC.
m∠BEC = 180 - 64 - 45 = 71°
And Finally, we solve for x.
x = 180 - m∠BEC = 180 - 71 = 109° Answer//
- PinkgreenLv 71 month ago
From your figure, we have
- 2 months ago
The figure is fooling you, ignore the figure and look just at the data.
The sum of inside degrees of any triangle is always = 180°
The counter-adjacent angle is 180°minus inside degree.
ABD = 180-34-30 = 116°
X = absolute of (116-180-45) = 109°
- What do you think of the answers? You can sign in to give your opinion on the answer.
- 2 months ago
Some useful things to know:
Sum of angles in a triangle = 180 degrees
Sum of angles on a line = 180 degrees
- PhilomelLv 72 months ago
180-30-34=116 left side of b.
180-116=64 rt side of b
- micatkieLv 72 months ago
Refer to the figure below. Label point E.
A property of triangle: An exterior angle of a triangle is equal to the sum of the opposite interior angles.
∠DBC is an exterior angle of ΔDAB, and the two opposite interior angles are 34° and 30°.
Then, ∠DBC = 34° + 30° = 64°
x is an exterior angle of ΔEBC, and the two opposite interior angles are 64° (∠DBC) and 45°.
Then, x = 64° + 45° = 109°
- Donnie PorkoLv 72 months ago
Whoever drew the picture did a terrible job. It’s 109.
All interior angles of a triangle is 180 so you can find angle B in ABD. Then you can find angle B in BCX since a straight line is 180. To find angle X in BCX, you use the interior angles of a triangle. Once you find that, you subtract from 180 since a straight line is 180.
- KrishnamurthyLv 72 months ago
In the given figure the value of 'x' is 45 + 74 = 109
- ted sLv 72 months ago
angle DBC is 64° , thus x = 64° + 45° = 109°