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The above ngram search would suggest that a one hundred has always been less frequently used in written language and as such should probably be avoided What is grammatical way to spell the following numbers in the context of writing the numeral in a receipt Your other suggestion of by one hundred times is definitely better than a.
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People often say that percentages greater than 100 make no sense because you can't have more than all of something One of the most confusing things for me is spelling english numerals This is simply silly and mathematically ignorant
A percentage is just a ratio between two numbers
There are many situations where it is perfectly reasonable for the numerator of a fraction to be greater than the denominator. It's whether to use less than/more than or under/over Items less than $100.00 items from $100.00 to $500.00 i. You miss 100 percent of the shots you don't take
Kanter, aarp—asset accumulation, retention and protection, taxes 69 Wayne gretzky, relating the comment of one of his early coaches who, frustrated by his lack of scoring in an important game told him, 'you miss 100% of the shots you never take.'. The reason is that when using percentages we are referring to the difference between the final amount and the initial amount as a fraction (or percent) of the original amount. 2 use 100% when you are stating mathematical thought like statistics
Accordingly, spending upwards of $100 does not mean spending $100 more than some unspecified amount, as you seem to suggest in your question
Rather, it simply means spending some amount that is more than $100. The type of writing you are doing also plays into your decision For example, in legally binding documents, like contracts or exhibits to contracts, the spelled out number is the legally binding number If soap a kills 100% and soap b kills 99.99% of bacteria, the remaining amount of bacteria after applying a (0%) is infinitely smaller than the remaining amount of bacteria after applying b (0.01%)
Therefore a is much, much better You can see from these examples that 0.01% gap behaves differently across the percentage scale.
