How to Find the Limits of Trigonometric Functions in 0 / 0 Form When Theta tends to 45 Degree
How To Find The Limits Of Trigonometric Functions In 0 / 0 Form When Theta Tends To 45 Degree
SkyingBlogger.com – For more videos on Finding limits of trigonometric functions in 0 form when theta tends to 45 Degree. To find the limits of the trigonometric functions like in this problems when we get 0/0 form then we use either substitution method or L-hospital rule. But we have not read till the derivative to use L – hospital rule to find the limits of trigonometric functions in 0/0 form. Now in this problems we use the substitution as theta = 45 degree + h , where h is infinitesimally small. Due to substitution we now get not the 0 / 0 form we can cut the variable in numerator and denominator so after further simplifying we cane easily calculate or find the limits of the trigonometric function. At final stage of this problem finding limits of the trigonometric function we have to apply the standard formula of sine in limits . I hope you can now find the limits of trigonometric function in 0 by 0 form.
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How To Find The Limits Of Trigonometric Functions In 0 / 0 Form When Theta Tends To 45 Degree
How To Find The Limits Of Trigonometric Functions In 0 / 0 Form When Theta Tends To 45 Degree
How To Find The Limits Of Trigonometric Functions In 0 / 0 Form When Theta Tends To 45 Degree
How To Find The Limits Of Trigonometric Functions In 0 / 0 Form When Theta Tends To 45 Degree