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5+5+5=15 Is Incorrect And Your Whole Life Is A Lie

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Boing

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An elementary school math quiz is making the internet rounds today because a teacher decided to be a world-class dick.

The quiz shows two rudimental math problems that the test-taker answered correctly and showed adequate work to reach his conclusion.

The first question asks the student to use repeated addition to solve 5×3 = 15. I cheated my way through most of my math classes but after checking with a co-worker, we’ve come to the conclusion that both (5+5+5 = 15 and 3+3+3+3+3 = 15).

But apparently only the latter is correct, idk, man, idk. The teacher marked -1 for the student’s answer of 5+5+5 = 15.




The second question (4×6 = 24) is marked incorrectly using the same thinking, instead of drawing six rows of four tally marks, the teacher deducted a point for not drawing four rows of six tally marks. THERE’S MORE THAN ONE WAY TO SKIN A CAT, MR. DICKFACE.

According to Business Insider, we’re all stupid:

Use the repeated-addition strategy to solve 5×3.
If you answer the question with 5+5+5=15, you would be wrong.
The correct answer is 3+3+3+3+3.

Mathematically, both are correct. But under Common Core, you’re supposed to read 5×3 as “five groups of three.” So “three groups of five” is wrong.

According to Common Core defenders, this method will be useful when students do more advanced math. This way of reading things, for instance, can be used when students learn matrices in multivariable calculus in high school.

Common core. What a bitch. No wonder why the U.S. scores an unimpressive 35th out of 64countries in math (behind Latvia. LATVIA)–we’ve all been lied to.
What are you going to tell me next–Santa Clause doesn’t exist???
Wait.

What?
Aww fuck.
P.S.

math_sucks.jpg



https://www.businessinsider.com/why...re-2015-10?utm_source=referral&utm_medium=aol


Here's a "repeated addition" Common Core problem that's taught in third grade in US schools:
Use the repeated-addition strategy to solve 5x3.
If you answer the question with 5+5+5=15, you would be wrong.
The correct answer is 3+3+3+3+3.
Mathematically, both are correct. But under Common Core, you're supposed to read 5x3 as "five groups of three." So "three groups of five" is wrong.
According to Common Core defenders, this method will be useful when students do more advanced math. This way of reading things, for instance, can be used when students learn matrices in multivariable calculus in high school.
But parents aren't happy about it.
 
I've seen this all over the internet. I don't think I ever experienced this in high school. Seems like by saying your answer is wrong based on the way you came up with it, is really just confusing when the end result is the same.
 
Sorry, I have to disagree with everyone here. First you have to go back to math lesson and review what was taught to understand what the teacher is looking for.
Second 5 x 3 is a sentence, it is read "5 times 3" that is 3+3+3+3+3=15 it is very specific. The answer is the same as 5+5+5, but what is being asked is different. It's not just about the answer.

Understanding the sentence of the math problem will help when the students encounter harder word problems.

It's just like we've never seen the number 10. What we see is a representation of (1) tens and (0) ones, but you have never seen what a ten is. It's math concept, it's basic and the student was given partial credit for it, but I don't believe the teacher is incorrect.
 
Transient said:
Sorry, I have to disagree with everyone here. First you have to go back to math lesson and review what was taught to understand what the teacher is looking for.
Second 5 x 3 is a sentence, it is read "5 times 3" that is 3+3+3+3+3=15 it is very specific. The answer is the same as 5+5+5, but what is being asked is different. It's not just about the answer.

Understanding the sentence of the math problem will help when the students encounter harder word problems.

It's just like we've never seen the number 10. What we see is a representation of (1) tens and (0) ones, but you have never seen what a ten is. It's math concept, it's basic and the student was given partial credit for it, but I don't believe the teacher is incorrect.

I agree with everything you said, except we have 'never seen what a ten is'. :wink2:
 
escapefromstress said:
I agree with everything you said, except we have 'never seen what a ten is'. :wink2:

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