HT1947 Help!  I'm very new to my iphone and i think i might have accidentally deleted Facetime from my phone I dont have the icon anymore but my settings tell me  have it.  What do I do to get it back on my phone?  Thank you!

Help!  I'm very new to my iphone and i think i might have accidentally deleted my Facetime although my settings tell me I have it.  How do i get it back on my phone?  Thank you.

Built-in apps cannot be deleted. However, there never was a FaceTime icon on the iPhone. FaceTime is accessed by selecting a contact in the Contacts app, and then selecting FaceTime. The same can be done from the Contacts tab in the Phone app.

Similar Messages

Maybe you are looking for

  • BEFW11S4 ver.3 - NETWORK CABLE UNPLUGGED

    My father-in-law gave me a BEFW11S4 ver.3 router and said that it was working fine.  I downloaded the user guide from Linksys and follwed the instructions to hook it up through my DSL modem but it keeps saying "NETWORK CABLE UNPLUGGED".   I'm trying

  • How can I edit the way autodiscover.xml behaves in SBS 2008 and 2011?

    I have autodiscover working correctly on a few SBS 2008 and SBS 2011 servers. But, its doing its usual misbehaving. When setting up a new Outlook profile, the user enters their email address and password.  Autodiscover is successful in creating all t

  • How can I sharpen all photos in a gallery at one time?

    I want to sharpen all of my photos in a gallery at one time. How do I do this? In Lightroom, you can sync....can I do this on Aperture?

  • Does Mail have template for email newsletter?

    I see that Mail has templates for cool emails, but is there a way to have an newsletter template that you can just fill in, has columns, etc., and then you just Send it out to your recipients? Does Pages have this feature? Thanks.

  • Specialized math functions?

    Hi, I'm quite knew here and I would like to know if there are more specialized math functions than in class Math. For example, I would like to work with complex numbers, integrate, differentiate, cartesian to spheric (or polar) transforms and vice ve