If sin(A) = 0.42 then A = arcsin(0.42).
On calculators, the arcsin key is usually reached by using another key before the sin key, and is shown as "sin to the power -1".
Make sure that your calculator is set to degrees rather than radians (to check this, try sin(90). If the answer is 1 the calculator is in degree mode; if it is 0.8940 it is in radian mode.
87.5 < 90 and so it is an acute angle.
To find the supplement of an acute angle, do the following. Supplements must add to 180 degrees, therefore: x=the measure of the acute angle 180-x is the equasion to find the supplement Good Question!
Use a calculator. There is no simple way to calculate it.
The 4 to 1 ratio of the two acute angles can be restated as the larger acute angle is four times as large as the smaller acute angle. Since the sum of all angles in a triangle equal 180 degrees, the sum of the two acute angles will be equal to 90 degrees. The remaining 90 degrees are found in the right angle present in all right triangles. If we divide the 90 degrees of the acute angles by 5 (to get the five parts of our ratio) and ascribe 4 of those parts to the largest acute angle we can find the size of that angle by multiplying (90 / 5) x 4 = (18) x 4 = 72. Therefore the largest acute angle is 72 degrees and the smaller acute angle is 18 degrees for a total of 90 degrees. Answer: 72 degrees
If it's a right angle triangle and an acute angle plus the length of a leg is given then use trigonometry to find the hypotenuse.
To find an acute angle you need to find out if it is less than 90 degrees.
87.5 < 90 and so it is an acute angle.
3 names of where you would find an acute angle is: Triangle, cone and a star.
An acute triangle
An acute angle is an angle of less than 90°. A 90° angle is a right angle, the angle you find at two adjoining edges of a square. An angle smaller than a right angle is called an acute angle, while an angle larger than it is called and obtuse angle.
Sine can be found in degrees by taking the length of the opposite side and hypoteneuse. Then divide the opposite side by the hypoteneuse. Any calculator can be used to find this. for example, if the hypoteneuse side was 7, and the opposite side was 3, and you labeled the angle "A", then it would be "sineA= 3/7" ...... then A=sin^-1 (3/7) and you put that in your calculator and the answer you get is the angle in degrees (if the calculator is in degrees mode, and if the angle is an acute angle).
Cosecant is the reciprocal of sine. To find the cosecant of an angle using a calculator, find the sine of that angle (using the Sin button) and then divide 1 by the result.
the area referrers to the length and circumference of the triangle it self. The measurement matters to find the acute angle it self as a angle not a triangle
If it has an angle over 90 degrees, it's obtuse. If it has an angle exactly 90 degrees, it's right. Otherwise, it has three acute angles, and is acute.
To find an angle without using a calculator, you will need to use a trig identity. Determine which angle it is and use its corresponding trig identity.
To find the supplement of an acute angle, do the following. Supplements must add to 180 degrees, therefore: x=the measure of the acute angle 180-x is the equasion to find the supplement Good Question!
It's impossible. Trigonometrical functions can be used, but only if the measure of one of the acute angles is given. If it is given, then knowing that the right angle is 90 degrees you can solve for the other acute angle. Then use sine, cosine, or tangent to relate the measure of the sides, for which a calculator is necessary.