Okay. I don’t typically get that caught up in the formatting of a number if the meaning is clear. 1k means 1000 in basically every context, and a unit indicator doesn’t make it more confusing to me. Are you likewise baffled by something being written as “1km”?
A percentage is a dimensionless number, but percent is still a unit. Just think about how you use it. Something can increase by 5 students, or it can increase by 15%.
Regardless, is “m” standing for a concrete measure and ”%” for a proportional one really the source of since confusion and anger? What about db, or decibel? It’s a measure of the ratio of quantities on a logarithmic scale, and is regularly applied to sound, electricity and other values. Is it as confusing?
1000%
That’s not how percentage works
Why are people struggling with this so hard?
Because it’s a stupid, non standard way to say it. I understood it fine but I still thought it was a needless abbreviation.
K = kilo, which stands for 1000. It’s extremely standard. Saying it’s stupid is like saying $ or π or & or # or % is stupid.
1k is a common way to shorten 1,000. And 1,000% is an acceptable way to say 10x. But 1k% is definitely a stupid abbreviation that nobody uses.
Non standard. That is all.
Solve for x
Why are you not upset by it?
Because the meaning is obvious?
It’s literally the stupidest possible way to write it
Not when M% exists
Okay. I don’t typically get that caught up in the formatting of a number if the meaning is clear. 1k means 1000 in basically every context, and a unit indicator doesn’t make it more confusing to me. Are you likewise baffled by something being written as “1km”?
But % is not a unit.
A percentage is a dimensionless number, but percent is still a unit. Just think about how you use it. Something can increase by 5 students, or it can increase by 15%.
Regardless, is “m” standing for a concrete measure and ”%” for a proportional one really the source of since confusion and anger? What about db, or decibel? It’s a measure of the ratio of quantities on a logarithmic scale, and is regularly applied to sound, electricity and other values. Is it as confusing?