Feedback / ideas / issues about Pots and payment to/from
Pot image generator (credit to @rknightuk)
Feedback / ideas / issues about Pots and payment to/from
Pot image generator (credit to @rknightuk)
I did unachieve a few pots and noticed a limitation
Looks like only 20 active pots are allowed for now
@Alexxxxx needs a bigger categories allowance and I need a bigger pots allowance
Yeah, 20 pots is the max.
Hopefully it will be increased soon
Thereโs a โhackโ to get 40 pots by opening a Joint Account (where possible)
While it is 2 different accounts, you can total up to 40 pots between your Joint and Personal accounts (up to 20 pots with each)
Itโs never too early, is it?
1 of my pots is Pension vision/target amount, still nearly empty
At Starling pot/space limit is ยฃ100k
I wonder why?
I donโt really understand this thread?
Requests/issues/improvements get their own threads so they can be voted on, but this is just more of the same but without the organisation?
This is a simple โโFeedback & Ideasโโ topic
If people need you to vote on something, I am sure theyโll invite you
Jesus a pot for pension now Iโve actually seen it all ๐คฆ
If you havenโt already you seriously need to look at actual pension providers to save your cash in, not a Monzo pot.
For ยฃ1 I donโt think it really matters. By retirement that wonโt even buy a freddo
You did indeed
Yes, I know
Different people, different pots . I may safe for a
if I want, who cares
I prefer Monzo pot instead tbh
At least I know how much I saved and can withdraw it NOW , not in 50 or 60 years
when Iโll be
It also wonโt grow like a pension.
Yes, I understand. But Pension is a different topic
Need a mortgage for one of them
As I saved more than a set target, was expecting to see equivalent percentage, eg 145%
Was it always like this?
I donโt recall seeing anything above 100%
At a guess, Monzo will be calculating the percentage with a range of 0%-100%, as mathematically, 100% is the maximum possible percentage. In your example, once you hit ยฃ68 in your pot then youโve hit the target (100% of the goal) - anything more is a bonus but not a percentage greater than 100% of the goal.
Is it? Iโm no mathematician so correct me if Iโm wrong, but Iโm sure percentages greater than 100 exist.
Iโd say if youโve saved ยฃ200 of a ยฃ100 target, youโve saved 200% of your target.
Likewise, if something costs ยฃ1 on Monday but ยฃ3 on Friday, the price has increased 200%.
It depends on the context. Hereโs a good explanation of when & when not to go over 100%:
"100% is your original whole. If weโre just taking a piece out of our original whole, more than 100% doesnโt make sense. For instance, if I said that 130% of my students passed the test, it makes no sense. 100% would be every single student. Similarly, youโre never going to get a 130% discount (unless theyโre paying you to take the item.) When someone says theyโre going to give it 130%, itโs hyperbole.
However, in Zimbabwe in 2008, the monthly inflation rate was 79,600,000,000%. There is no upper bound to percentages. So, when does it make sense to use over 100%?
Weโll use over 100% when comparing a new, larger quantity to a smaller old quantity.
A simple example would be this. Suppose my salary was $100,000. My whole salary is 100%. Then my salary becomes $130,000. It increases by 30% ($30,000) so I can say that my current salary is 130% of my old one. Of course the percent is going to be over 100, because 100% represented my old salary, and my salary is bigger now.
Also, sometimes there are increases larger than the original quantity, and your change is over 100%.
Suppose my salary was $100,000. Then it becomes $200,000. My new salary increased by the amount of my old one. Thatโs a 100% increase. But if my new salary was $300,000 then I got a 200% raise. In other words, I got a raise equal to double my current salary.
So when our friends at Apple talk about the graphics being 130% faster, theyโre simply saying โa little over twice as fast.โ The speed increased by the speed of the original (100%) plus another 30%."
So Monzo is treating the Goal amount as the original whole. Once you reach it, the whole is complete.