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Jun 16 2017 12:09pm
Let's say my employee sells 10 phones and attaches insurance to 4 of them, we know the attach rate is 40%. I'm trying to figure out what the equation would be if I wanted to get that number to 60%, how many phones I'd have to have him consecutively sell to hit that goal.

Thanks!
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Jun 16 2017 12:15pm
You'd have to sell 15 phones to hit that goal.

Cross multiply;

Code
10 x
__ = __

4 6


60 = 4x

x = 15
Member
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Jun 16 2017 12:18pm
unless i'm confused there is no answer.

people have a 40% chance to attach insurance, which will remain no matter how many phones u sell.

unless you meant "how many phones do i need to sell to sell 6 insurance plans"

you need to change your insurance plan to increase the attachment rate, not the # of phones sold.
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Jun 16 2017 12:32pm
If attachment rate and phones sold are positively correlated with one another, post #1 is correct. However, economically speaking, poster #2 is correct.
For the sake of your business it will be most profitable to re-evaluate your business model with respect to the insurance attachment (i.e. make it more appealing for customers to buy an insurance for their phones).

/e That's poster 2 and 3, apparently.

This post was edited by Forg0tten on Jun 16 2017 12:32pm
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Jun 17 2017 08:45am
Vincenzo is right but answer is lacking a bit of detail.

You'd have to sell 5 more phones consecutively with insurance.

You would then have 9 phones out of 15 sold with insurance. 60%
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