What is Secant over tangent?

Explanation: Use tanx=sinxcosx. And secx=1cosx. So, secxtanx=1cosx⋅cosxsinx=1sinx=cscx.

What is Secx by TANX?

Hence, the integration of sec x tan x is mathematically, written as ∫sec x tan x dx = sec x + C. Integral of sec x tan x is nothing but its anti-derivative only.

What is SEC Times tan?

tanxsecx. =(tanx)(cosx) =(sinx)(cosx)cosx. =sinx.

What is tan a sec A equal to?

∴(secA+tanA)(1−sinA)=cosA. Hence, the answer is cosA. Was this answer helpful?

How do you simplify Secant and tangent?

Video quote: We can break this down to one over cosine theta is the same thing as the secant. And then tangent can be broken down to sine theta over cosine theta.

How do you differentiate between Secx and TANX?

Calculus Examples



By the Sum Rule, the derivative of sec(x)+tan(x) sec ( x ) + tan ( x ) with respect to x is ddx[sec(x)]+ddx[tan(x)] d d x [ sec ( x ) ] + d d x [ tan ( x ) ] . The derivative of sec(x) with respect to x is sec(x)tan(x) sec ( x ) tan ( x ) .

Is Secx TANX continuous?

Video quote: When we see that it is always increasing that means derivative is positive right. So we are given the function f of X as equal to secant X plus 10 X let us find the derivative of this function.

Is Secx increasing?

A good rule to remember is in the first quadrant the primary functions sine, tangent and secant are increasing, while the complementary functions cosine, cotangent and cosecant decrease with increasing angle in the first quadrant.

Is Secx continuous everywhere?

secx is undefined at −π2 and π2 , so it is not continuous on the closed interval, [−π2,π2] . It is continuous on the open interval (−π2,π2) .