"त्रिकोणमितीय फलन": अवतरणों में अंतर
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पंक्ति 22:
{| class="wikitable" style="text-align: center;"
! फलन
! <math>
! <math>\frac{\pi}{
! <math>\frac{\pi}{
! <math>\frac{\pi}{
! <math>\frac{\pi}{
! <math>\frac{
!<math>\frac{\pi}{
|-
| ज्या (sin)
| <math>
| <math>\frac{ \sqrt{
| <math>\frac{
| <math>\frac{\sqrt{
| <math>\frac{\sqrt{
| <math>\frac{ \sqrt{
| <math>
|-
| कोज्या (cos)
| <math>
| <math>\frac{\sqrt{
| <math>\frac{\sqrt{
| <math>\frac{\sqrt{
| <math>\frac{
| <math>\frac{ \sqrt{
| <math>
|-
| स्पज्या (tan)
| <math>
| <math>
| <math>\frac{\sqrt{
| <math>
| <math>\sqrt{
| <math>
| <math>\infty</math><ref name="Abramowitz and Stegun">Abramowitz, Milton and Irene A. Stegun, p.74</ref>
|-
| cot
| <math>\infty</math><ref name="Abramowitz and Stegun"/>
| <math>
| <math>\sqrt{
| <math>
| <math>\frac{\sqrt{
| <math>
| <math>
|-
| कोटिज्या (sec)
| <math>
| <math>\sqrt{
| <math>\frac{
| <math>\sqrt{
| <math>
| <math>\sqrt{
| <math>\infty</math><ref name="Abramowitz and Stegun"/>
|-
| व्युत्क्रम ज्या (csc)
| <math>\infty</math><ref name="Abramowitz and Stegun"/>
| <math>\sqrt{
| <math>
| <math>\sqrt{
| <math>\frac{
| <math>\sqrt{
| <math>
|}
|