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Is it is it possible that a quadrilateral with only one right angle?
Yes, a quadrilateral just need to have 4 sides. Quad- means 4 and -lateral means sides. To have only one tight angle, it has to be either a right angle with 2 acute angles and 1 obtuse angle OR a right angle with 2 obtuse angle s and 1 acute angle.
A triangle can have right angle s?
A triangle can have a right angle and two acute angles with all three angles adding up to 180 degrees.
What is a shape with one right angle and one acute angle?
What about the other angle(s). You need at least 3 sides and 3 angles to make a closed figure.
How can you use angles to sort polygons?
I'm not positive about my answer but I believe you can sort them by their angles. It can be a right angle, a triangle with angle/s exactly 90 degrees, an obtuse angle, a triangle with angle/s more than 90 degrees but less than 180 degrees. Last but certainly not the least, there is an acute angle, a triangle with angle/s less than 90 degrees. This is what I think is the answer to your question. If I didn't help you, please try to understand that: I'm not a smart person and if I was, I would've given you the right answer. I very, truly, positively am sorry if I didn't help you. And sometimes, I feel like people are taking over me so, sorry. (:
Area of the rhombus?
Area = s^2*sin(x) where s is the length of any side and x is the measure of any angle.
Is it is it possible that a quadrilateral with only one right angle?
Yes, a quadrilateral just need to have 4 sides. Quad- means 4 and -lateral means sides. To have only one tight angle, it has to be either a right angle with 2 acute angles and 1 obtuse angle OR a right angle with 2 obtuse angle s and 1 acute angle.
Which is the result derived from the pythagorean theorem?
If you know any two sides of a triangle (and know that one of the angles is a right angle), you can calculate the third side. Also, if you know the third side of a triangle, you can check whether the angle opposite the hypothenuse is a right angle or not.
A triangle can have right angle s?
A triangle can have a right angle and two acute angles with all three angles adding up to 180 degrees.
What is the measure of each exterior angle of nonagon?
If it is a regular nonagon, then you use the following formula: [(s-2) x 180]/s = angle of one interior angle. (s means the number of sides) Then solve: [(s-2) x 180]/s = [(9-2) x 180]/9 = [7 x 180]/9 = 1260/9 = 140. Then, for the exterior angle, subtract 140 from 360. The measure of the exterior angle of a regular nonagon is 220.
Can a quadrilateral have exactly one right angle?
Yes I had a question on my maths test asking me to draw a quadrilateral with one right angle, so yeah, a quadrilateral can have exactly one right angle lol But i havent got a clue how to draw one :S
What is a shape with one right angle and one acute angle?
What about the other angle(s). You need at least 3 sides and 3 angles to make a closed figure.
Can 2 acute angles make a right angle?
a right angle consists of 90 degrees, so if the two acute angles in question add up to 90 degrees, than yes. For instance: two 45's a 30 and a 60 a 10 and an 80 etc
What is the measure if each interior angle of a regular polygon with 15 sides?
Two ways to calculate the required angle. 1) Use the formula S = 2n - 4 right angles S is the sum of the interior angles of a polygon, n is the number of sides. Then, S = (2 x 15) - 4 = 26 right angles = 26 x 90 = 2340° So, each interior angle of a regular 15-sided polygon measures 2340/15 = 156° 2) Calculate the exterior angle and subtract from 180° to obtain the interior angle. Sum of exterior angles = 360° Each exterior angle measures, 360/15 = 24° Each interior angle measures, 180 - 24 = 156°
How do you find a persent of something?
When you find the percent of something you first make it into a decimal and then you take it and move the decimal over to the right 2 time and then you add the 0's and that is your answer. ex: .3 move over to the right 2 time and then add the 0's
How many steradians in a sphere?
At first, let us define an angle in radians: Consider an arc of lenght L over an angle alfa in a circle with radius R. The angle alfa is defined as alfa=L/R [in radians]. Similarly, an stereo angle is defined in a sphere with radius R over an area S, and the stereo angle alfa is defined as: alfa=S/R^2 [in steradians]. The sphere has S=4.pi.R^2, so the corresponding angle of the sphere in steradians is alfa=S/R^2 alfa=4.pi.R^2/R^2 alfa=4.pi [steradians]
A golfer tees off and hits a golf ball at a speed of 31 ms and at an angle of 35 degrees How long was the ball in the air Round the answer to the nearest tenth of a ms?
To find the time the ball was in the air, you can use the time of flight formula: T = 2 * (V * sin(angle)) / g, where V is the initial speed (31 m/s), the angle is 35 degrees, and g is the acceleration due to gravity (9.8 m/s^2). Plugging in the values, the time of flight comes out to be approximately 3.2 seconds.
In a right triangle QRS angle s is 73 degrees in right triangle TUV angle v is 73 degrees. Which similarity postulate or theorem proves that triangle QRS and triangle TUV are similar?
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