I disagree with Frazz: showing your work in writing would be submitting not only the finished piece but also the first draft and all the successive drafts, with the misspellings, grammatical errors, unresolved rhetorical points, and unchecked facts, and the various edits and corrections you made along the way.
The memory function is one of the least polished yet one of the most important skills one can learn at an early age. With improved memory comes improved recall, which leads to the enlargement of perspective via comparison of present with past. That includes both language and mathematical processes.
If you didn’t understand what you did, or are not interested in the subject, you will always try to doubt the sensibility of explaining it. Interestingly enough, when people don’t like math, they often tell you it’s the teacher’s fault because the bad teacher didn’t explain it well or in the wrong way (in most cases, they didn’t really listen). And because of that, now they hate Math or are proud not to like it or, on the contrary, they are hidden math geniusses as they always had alternative solutions which the stupid teacher refused to accept. When it’s about any other subject, be it languages or history or chemistry, people more easily admit that they were either too lazy, not talented or not enough interested in the subject (or in learning in general).
I suppose I’m not entirely correct here. Spelling and multiplication and addition are all fundamentals in service of a larger purpose, but you can sort of get your point across while spelling poorly. While I imagine the most glorious equation can be brought low by a single arithmetic error.
On the other hand, getting a point across and getting it taken seriously are two different things, and poor spelling is a loud klaxon warning to proceed skeptically; if the writer couldn’t be bothered to check something as simple as the proper order of letters forming words, what else has gone unchecked?
So I could be wrong. But at least I spelled everything right, so you can’t be sure.
There’s an anecdote about the great mathematician and physicist Carl Friedrich Gauss as a schoolboy. His teacher wanted to give the class some busy work to keep them occupied, so he set them all to adding together all the integers from 1 to 100. Gauss turned in his answer in just a few minutes. The teacher, suspicious that he was just guessing, double checked, and sure enuf, 5050 was correct. Asked to show his work, Gauss pointed out that 1 + 100 = 101, 2 + 99 = 101, 3 + 98 = 101 … 50 + 51 = 101, and 101 occurring 50 times = 5050. Probably not what the teacher expected, but then he wasn’t the genius that Gauss was.
Mr Nobody about 6 years ago
Not these days it isn’t.
Bilan about 6 years ago
The modern answer to that question is to show that you didn’t use a calculator/phone/computer/…
Kind&Kinder about 6 years ago
Why? Because.
asrialfeeple about 6 years ago
They want to know how you got there.
Lenavid about 6 years ago
More like grammar than spelling…
The Brooklyn Accent Premium Member about 6 years ago
I disagree with Frazz: showing your work in writing would be submitting not only the finished piece but also the first draft and all the successive drafts, with the misspellings, grammatical errors, unresolved rhetorical points, and unchecked facts, and the various edits and corrections you made along the way.
sandpiper about 6 years ago
The memory function is one of the least polished yet one of the most important skills one can learn at an early age. With improved memory comes improved recall, which leads to the enlargement of perspective via comparison of present with past. That includes both language and mathematical processes.
rlaker22j about 6 years ago
If you don’t show your work then how did they know you didn’t cheat
1MadHat Premium Member about 6 years ago
Showing your work is the teacher’s way of checking that you know how you did it. 8^)
DM2860 about 6 years ago
I did not have to show my work in math until algebra in 7th grade. These kids are still in elementary school.
billswingle about 6 years ago
What marvelous strip today. Excellent in setup, construction and punchline with a clever message as well. In just THREE PANELS, that’s genius!!
Fido (aka Felix Rex) about 6 years ago
Letters are to words as numerals are to numbers.
Fido (aka Felix Rex) about 6 years ago
Just answer any math question with 42.
Spock about 6 years ago
If you didn’t understand what you did, or are not interested in the subject, you will always try to doubt the sensibility of explaining it. Interestingly enough, when people don’t like math, they often tell you it’s the teacher’s fault because the bad teacher didn’t explain it well or in the wrong way (in most cases, they didn’t really listen). And because of that, now they hate Math or are proud not to like it or, on the contrary, they are hidden math geniusses as they always had alternative solutions which the stupid teacher refused to accept. When it’s about any other subject, be it languages or history or chemistry, people more easily admit that they were either too lazy, not talented or not enough interested in the subject (or in learning in general).
Night-Gaunt49[Bozo is Boffo] about 6 years ago
PostsFrazz15 hrs ·
I suppose I’m not entirely correct here. Spelling and multiplication and addition are all fundamentals in service of a larger purpose, but you can sort of get your point across while spelling poorly. While I imagine the most glorious equation can be brought low by a single arithmetic error.
On the other hand, getting a point across and getting it taken seriously are two different things, and poor spelling is a loud klaxon warning to proceed skeptically; if the writer couldn’t be bothered to check something as simple as the proper order of letters forming words, what else has gone unchecked?
So I could be wrong. But at least I spelled everything right, so you can’t be sure.
Richard S Russell Premium Member about 6 years ago
There’s an anecdote about the great mathematician and physicist Carl Friedrich Gauss as a schoolboy. His teacher wanted to give the class some busy work to keep them occupied, so he set them all to adding together all the integers from 1 to 100. Gauss turned in his answer in just a few minutes. The teacher, suspicious that he was just guessing, double checked, and sure enuf, 5050 was correct. Asked to show his work, Gauss pointed out that 1 + 100 = 101, 2 + 99 = 101, 3 + 98 = 101 … 50 + 51 = 101, and 101 occurring 50 times = 5050. Probably not what the teacher expected, but then he wasn’t the genius that Gauss was.
Teto85 Premium Member about 6 years ago
Critical thinking.