Trigonometry Calculator

This trigonometry calculator helps you to calculate the trigonometric attitude features (sin, cos, tan, sec, csc, tan) in both degrees or radians. no longer simplest this however the sohcahtoa calculator with steps will practice this particular mnemonics to decide the trigonometric attitude ratios accurately, thereby representing the graph as nicely.

Running of This right Triangle Trigonometry Calculator:

you can determine any trig function ratios through the usage of this online six trigonometric functions calculator.

Input:

• Inside the first discipline, input from the first drop-down listing, select the trig function to compute.
• Inside the very next box, input the degree of angle.
• Now hit the “Calculate” button.

Output: Our trig ratio calculator does the subsequent calculations:

• Calculates the trig attitude ratio in both tiers and radians.
• shows graphical interpretation of the attitude characteristic.

Example:

Find the value of each trigonometric ratio for the triangle given as under:

Solution:

Given:

Perpendicular = 9, Base = 12, Hypotenuse = 15

Step-by-step Calculation:

Sine(θ) = Perpendicular / Hypotenuse

Sine(θ) = 9 / 15

Sine(θ) = 0.6 (for angle calculations, tap sine calculator)

Cosine(θ) = Base / Hypotenuse

Cosine(θ) = 12 / 15

Cosine(θ) = 0.8 (for angle calculations, tap cosine calculator)

Tangent(θ) = Perpendicular / Base

Tangent(θ) = 9 / 12

Tangent(θ) = 0.75 (for angle calculations, tap tangent calculator)

Secant(θ) = Hypotenuse / Base

Secant(θ) = 15 / 12

Secant(θ) = 1.25 (for angle calculations, tap secant calculator)

Cosecant(θ) = Hypotenuse / Perpendicular

Cosecant(θ) = 15 / 9

Cosecant(θ) = 1.67 (for angle calculations, tap csc calculator)

Cotangent(θ) = Base / Perpendicular

Cotangent(θ) = 12 / 9

Cotangent(θ) = 1.33 (for angle calculations, tap cotangent calculator)

FAQs

The way to Convert Decimal to ranges in Trigonometry?

Right here’s how you could convert decimal to levels in trigonometry:

• Discover the connection of trigonometry the use of SOHCAHTOA.
• You could get the result by taking the inverse identification of the decimal.

A way to locate the peak of a Triangle the use of Trigonometry?

It is very smooth to discover the height of a triangle the use of trigonometry, have a look underneath.

• Initially, draw a triangle and cut up it into smaller triangles then mark the height.
• You could resolve the remaining triangles the usage of trigonometry and discover the peak of the triangle.
• After finding peak, you may examine your solution with the solution of an internet trigonometry calculator.