Every triangle with sides of 6 in, 8 in and 10 in will have a 90 degree angle.
Always.
A line which rotates through an angle of 10 degree with the positive side of the x-axis of the Cartesian plane is called a 10 degree angle.
If one angle is 10 degrees, its opposite angle is also 10 degrees. Since consecutive angles are supplementary, each pair of angles has to add up to 180 degrees so the other angles have to be 170 degrees. Therefore this parallelogram has two 10 degree angles and two 170 degree angles.
There are a total of 180º in a triangle.We know that one is 90º, because it's a Right Triangle, and another is 10º.Therefore, the third must be:180º - 90º -10º = 80ºt
An acute angle
Those wouldn't be angle measurements, they would be sides. A triangle could be constructed with sides of those lengths.
is true a 10 angle is cngruent to a 10 angle
Always.
If you mean sides of 6, 8 and 10 inches then it is a right angle with a perimeter of 24 inches.
a 10-degree angle
A line which rotates through an angle of 10 degree with the positive side of the x-axis of the Cartesian plane is called a 10 degree angle.
If one angle is 10 degrees, its opposite angle is also 10 degrees. Since consecutive angles are supplementary, each pair of angles has to add up to 180 degrees so the other angles have to be 170 degrees. Therefore this parallelogram has two 10 degree angles and two 170 degree angles.
There are a total of 180º in a triangle.We know that one is 90º, because it's a Right Triangle, and another is 10º.Therefore, the third must be:180º - 90º -10º = 80ºt
Each exterior angle measures 10 degrees Each interior angle measures 170 degrees
complementary angles are defined as 90 degrees - the given angle so 90-80=10 10 degree angle is complementary to an 80 degree angle
A 10 degree acute angle is the same as a 10 degree acute angle and so therefore they are both congruent.
No. The interior angles of a triangle must add up to 180° 150° + 10° + 10° = 170° ≠ 180° Therefore a triangle cannot have interior angles of 150°, 10° and 10°