What is Law Of Sines?
Law of Sines shows the relation between the Sides and Angle of triangle. It states that, the ratio of the length of a side of a triangle to the sine of the angle opposite to that side is same for all sides and angle in triangle.
What Are Calculation Option Available in Law Of Sines?
Select Which value you are providing ((Side(a) , Angle(B) , Side(b)) and (Side(a) , Angle(C), Side(c)) and (Side(b) , Angle(A) , Side(a)) and (Side(b) , Angle(C) , Side(c)) and (Side(c) , Angle(A) , Side(a)) and (Side(c) , Angle(B) , Side(b)) and (Angle(A) , Angle(B) , Side(b)) and (Angle(A) , Angle(C) , Side(c)) and (Angle(B) , Angle(A) , Side(a)) and (Angle(B) , Angle(C) , Side(c)) and (Anlge(C) , Angle(A) , Side(a)) and (Angle(C) , Angle(B) , Side(b)) input value and click on Calculate.
How to use Law Of Sines Calculator?
Step by step procedure for Law Of Sines Calculator is as follows.
Step 1: Select which value you will be providing? Dropdown list has Side (a) , Angle (B) , Side (b) and Side (a) , Angle (C) , Side (c) and Side (b) , Angle (A), Side (a) and Side (b) , Angle (C), Side (c) and Side (c) , Angle (A), Side (a) and Side (c) , Angle (B), Side (b) and Angle (A) , Angle (B), Side (b) and Angle (A) , Angle (C), Side (c) and Angle (B) , Angle (A), Side (a) and Angle (B) , Angle (C), Side (c) and Angle (C) , Angle (A), Side (a) and Angle (C) , Angle (B), Side (b) options.
Step 2: Input appropriate value as per selected type in Step 1.
Step 3: Now click on "Calculate" button to get result.
You will get Angle (A) , Angle (B) , Angle (C) , Side (a) , Side (b) , Side (c), Area (K) , Perimeter (P) , SemiPerimeter (s) , Altitude of Side Length (ha) , Altitude of Base (hb) , Altitude of Hypotenuse (hc) , Inscribed Circle Radius (r) , Circumscribed Circle Radius (R) as per your value input.