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What else can I help you with?
Does a pentagon have a right angle?
no they certainly do not have a right angle i mean how could there be!
A right angle is an angle that has a?
A right angle is a angle with 90o
How can you use a right angle to decide how to name another angle?
So basically , you have an right angle and another angle . You draw an right angle over the angle your looking at and if its smaller than the right angle then its an acute angle . If its bigger than the right angle then its a obtuse angle . GoodLuck!(;
What is an angle that measures 90 degrees?
A right angle.
Is every inscribed angle that intercepts a semicircle is a right angle or an acute angle or a obtuse angle?
a right angle
What does it mean if an angle is a right angle?
Does. a 90° angle have right angles
What does it it mean if an angle is right angle?
An angle measures 90 degrees when it is a right angle
What does it mean if an angle is right angle?
A right-angle is one of 90 degrees.
Does a pentagon have a right angle?
no they certainly do not have a right angle i mean how could there be!
What do we mean by it right angle?
A right angle is a measurement of 90 degrees.
How many decrees is a right angle?
Did you mean "degree"? There are 90 degrees in a right angle.
What does it mean if a angle is a right angle?
It means it has a measure of 90 degrees
What is obtuse angle mean?
It means bigger than a right angle.
What letter has 1 acute angle?
If you mean which alphabet letter, an L has one right angle; a T has a right and left acute angle.
What is a complementary angle mean?
The number of degrees in the angle needed to complete a right angle 45 is its own complementary angle. == ==
What kind of triangle has the measure 45 45 and 90?
If you mean angles then it is a right angle triangle or an isosceles right angle triangle
How do you find the measures of a right angle with length and width shown?
For right angled triangle with known sides of length and width we can find the hypotenuse (h) by applying the Pythagorean eq'n. h^(2) = l^(2) + w^(2) To find the angles we can use trigonometry(trig) Sin(W) = length/hypotenuse Sin(W) = l/h => W(degrees) = Sin^(-1)[l/h] Cos(W) = w/h Tan(W) = l/w Complimentarily Sin(L) = w/h Cos(L) = l/h Tan(L) = w/l 'L' & 'W' are the angles opposite to the given sides. Area of as triangle = 0.5 X length(base) X width(height)
