Class 11

Introduction Inverse trigonometric functions are closely related to fundamental trigonometric functions. Sin, cos, tan, cosec, sec, and cot are the basic trigonometric functions. Inverse trigonometric functions have all the formulas for basic trigonometric functions, such as the sum, double, and triple of a function.  Inverse Trigonometric Formulas The inverse of the fundamental trigonometric functions are […]

The sine, cosine, tangent, cotangent, secant, and cosecant functions make up the fundamental building blocks of trigonometry. Inverse trigonometric functions are simply defined as the inverse functions of these fundamental building blocks. There are a few other names for them, including cyclometric functions, anti trigonometric functions, and arcus functions. When working with any of the

The percent error formula assists us in determining the precise amount of error that occurred during the measurement of a dimension or other quantity in question. In practice, the percent error formula can be applied to a wide variety of situations that one might encounter on a daily basis. Calculated by dividing the measured value

Inverse operations are something we’re already familiar with. We already know that addition and subtraction are inverse operations, and so are multiplication and division. The inverse of each operation is the Inverse trigonometric processes are similar to inverse functions of fundamental trigonometric functions. Arcus functions, anti trigonometric functions, and cyclometric functions are all names for

Inverse trigonometric functions are closely related to the basic trigonometric functions. The domain and the range of the trigonometric functions are the same as the range and domain of the inverse trigonometric functions. In trigonometry, we learn about the relationships between angles and sides of a right-angled triangle. Similarly, we have inverse trigonometric functions. We

Inverse operations are something we are already familiar with. In addition to being inverse operations, addition and subtraction are also inverse operations, whereas multiplication and division are also inverse operations. Each operation has an inverse that is the polar opposite of the operation in question. A similar distinction can be made between inverse functions of

Introduction Inverse trigonometric functions are closely related to fundamental trigonometric functions as a learning topic. The domain and range of inverse trigonometric functions are translated from the domain and range of trigonometric functions Inverse trigonometric functions are the inverse functions of basic trigonometric functions. Sin-1 x = θ can be substituted for the basic trigonometric function

The inverse trigonometric function inverse cosine is very useful. It is the inverse function of the trigonometric function cosine and is expressed as cos-1(x) in mathematics (x). It’s worth noting that inverse cosine isn’t the same as cos x’s reciprocal. sin-1x, cos-1x, tan-1x, csc-1x, sec-1x, cot-1x are the six inverse trigonometric functions. Using the value of the trigonometric ratio