Crosswords0 min ago
Percentage Help Excel
109 Answers
Hiya, i know i can rely on you all. what is £450-10%? i have set percentage on excel. but answer comes up as 449.90. thanks x
Answers
Yes, prudie's suggestion will also work. There is a direct equivalence between percentages and fractions and decimals, which works in the following way. 10% really just means "10 per 100", or "10 divided by 100". Thus all percentages can instantly by converted into a fraction by taking the number that's the given percentage, and writing it instead as a...
09:58 Wed 05th Nov 2014
Yes, prudie's suggestion will also work.
There is a direct equivalence between percentages and fractions and decimals, which works in the following way. 10% really just means "10 per 100", or "10 divided by 100". Thus all percentages can instantly by converted into a fraction by taking the number that's the given percentage, and writing it instead as a number over 100. E.g 25% = 25/100, 33% = 33/100 and so on. This is a one-line result (then, if you like, you can simplify the fraction by using rules such as common factors and what have you, so that 10/100 is really 10/(10*10) = 1/10, as a 10 cancels from top and bottom).
The equivalence to decimals works because, for example, 0.1 means "one-tenth", 0.01 means "one-hundredth". Thus, all percentages can also be converted straight into decimals: 10% can be written 0.10, 33% is 0.33, 25% is 0.25 etc. If the percentage given is less than 100% then just scrub the % sign and put "0." before the number and you have the percentage as a decimal number. If the percentage given is greater than 100 then put that decimal point before the final two digits and after the rest, ie 133% = 1.33.
So we can see that prudie's method will work by adapting my formula a bit:
"= A1-10%*A1"
"=A1-0.10*A1" (converting to a decimal).
"=A1*1-0.10*A1" (because we can multiply anything by 1 and get the same thing back)
"=A1*(1-0.10)" (because A1 is a common factor so we can write what's left as a bracket)
"=A1*(1.00-0.10)" (because we can just shove as many 0's after the decimal point as we like without changing the number)
"=A1*0.90" (perform the subtraction)
"=A1*0.9"
Which was prudie's formula.
There is a direct equivalence between percentages and fractions and decimals, which works in the following way. 10% really just means "10 per 100", or "10 divided by 100". Thus all percentages can instantly by converted into a fraction by taking the number that's the given percentage, and writing it instead as a number over 100. E.g 25% = 25/100, 33% = 33/100 and so on. This is a one-line result (then, if you like, you can simplify the fraction by using rules such as common factors and what have you, so that 10/100 is really 10/(10*10) = 1/10, as a 10 cancels from top and bottom).
The equivalence to decimals works because, for example, 0.1 means "one-tenth", 0.01 means "one-hundredth". Thus, all percentages can also be converted straight into decimals: 10% can be written 0.10, 33% is 0.33, 25% is 0.25 etc. If the percentage given is less than 100% then just scrub the % sign and put "0." before the number and you have the percentage as a decimal number. If the percentage given is greater than 100 then put that decimal point before the final two digits and after the rest, ie 133% = 1.33.
So we can see that prudie's method will work by adapting my formula a bit:
"= A1-10%*A1"
"=A1-0.10*A1" (converting to a decimal).
"=A1*1-0.10*A1" (because we can multiply anything by 1 and get the same thing back)
"=A1*(1-0.10)" (because A1 is a common factor so we can write what's left as a bracket)
"=A1*(1.00-0.10)" (because we can just shove as many 0's after the decimal point as we like without changing the number)
"=A1*0.90" (perform the subtraction)
"=A1*0.9"
Which was prudie's formula.
Its a sad reflection on the education system that someone can't work out 10% of a number without the aid of a calculator, then deduct it from the original number. A mental math lesson for the OP :450 put a decimal place (a dot) one number from the right you get 10% = 45 two dots from the right you get 1% 4.50
If anything prudie's answer is more complex since it requires actually working with percentages. The formula I provided handily sidesteps all the actual thinking and lets Excel do the work for you -- and then the later explanation isn't so much complex as just including every single step that links the two formulas. Hopefully phleb is able to follow it.
zebo my reply was not facetious. My son has been able to work out in his head 10% 50% even 25% of a number since he was about 9 years old. The OP has said on other threads they want to work from home doing admin. for clients. I suggest before being let loose on someones Profit and Loss sheets they go do a proper course on Excel and Word.