find-the-limit-as-x0xto0-of-the-expression-cos4sincosxcosleftfracpi4sinleftcos-x

Question

Find the limit as ﻿x→π2x	o\frac{\pi}{2}x→2π​﻿ of the expression cos⁡(π4sin⁡(cos⁡x))\cos\left(\frac{\pi}{4}\sin\left(\cos xight)ight). Determine if the function is continuous at the point being approached.

Accepted Answer

11Yes

Answer

00Yes

Answer

Does not existNo

Answer

﻿111﻿No

Find the limit as x→π2x\(\to\)\(\frac{\pi}{2}\)x→2π of the expression cos(π4sin(cosx))\(\cos\)\(\left\)(\(\frac{\pi}{4}\[\sin\]\left\)(\(\cos\) x\(\right\))\(\right\)). Determine if the function is continuous at the point being approached.

Find the limit as $x\(\to\)\(\frac{\pi}{2}\)$ of the expression $\cos (\frac{π}{4} \sin (\cos x))$ . Determine if the function is continuous at the point being approached.