AnActOfCreation@programming.dev to Technology@lemmy.worldEnglish · 8 months agoStop pretending Nothing's iMessage app had anything to do with RCS on the iPhone9to5google.comexternal-linkmessage-square59fedilinkarrow-up1226arrow-down124
arrow-up1202arrow-down1external-linkStop pretending Nothing's iMessage app had anything to do with RCS on the iPhone9to5google.comAnActOfCreation@programming.dev to Technology@lemmy.worldEnglish · 8 months agomessage-square59fedilink
minus-squareSquizzy@lemmy.worldlinkfedilinkEnglisharrow-up3·8 months agoThe survey I’m quoting does not say that, what I said is an accurate reflection of the survey results. “87% of teens own an iPhone; 88% expect an iPhone to be their next phone; 34% own an Apple Watch” But I didn’t cite it so partially my fault. Here is the link https://www.pipersandler.com/teens Your comment is anecdotal and incorrect, this is why facts are important. Hand me down hardware can still be an iPhone.
minus-squareSquizzy@lemmy.worldlinkfedilinkEnglisharrow-up1·8 months agoThat’s how surveys work, what do you want from me? The current stats show exactly what I said they show.
minus-squareXatolos@reddthat.comlinkfedilinkEnglisharrow-up1arrow-down2·8 months agodeleted by creator
minus-squarephillaholic@lemm.eelinkfedilinkEnglisharrow-up1·8 months agoAt that sample size there is only a 1.043% margin of error according to Slovin’s Formula in Statistics.
The survey I’m quoting does not say that, what I said is an accurate reflection of the survey results.
“87% of teens own an iPhone; 88% expect an iPhone to be their next phone; 34% own an Apple Watch”
But I didn’t cite it so partially my fault. Here is the link https://www.pipersandler.com/teens
Your comment is anecdotal and incorrect, this is why facts are important. Hand me down hardware can still be an iPhone.
deleted by creator
That’s how surveys work, what do you want from me?
The current stats show exactly what I said they show.
deleted by creator
At that sample size there is only a 1.043% margin of error according to Slovin’s Formula in Statistics.