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Trusted Contributor
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Registered: ‎11-07-2017

Re: Who Can Explain This "Second Grade" Math Problem?

@sidsmom wrote:

@KitTkat wrote:

To be even more confusing, what if all the large dogs ate half the sandwiches, leaving the remaining sandwiches for the small dogs. How many sandwiches did the small dogs eat?


I like the way you think!

 

What kind of sandwiches?  Hee


Now that's the confusing part, 1/3 of the sandwiches that the large dogs ate were ham and cheese, while the remaining 2/3 were roast beef. But only 3/5 of the sandwiches that she small dogs ate were roast beef, so now we have to find out the percentage of ham and cheese that the small dogs ate! 

Super Contributor
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Re: Who Can Explain This "Second Grade" Math Problem?

I am sitting here on the sofa with my one small dog and my one large dog.  After reading all this, we all have headaches.  Maybe we all need to eat a sandwich.  Just one.  Divided proportionally according to size, age, and weight.  Aargh!  Help!!!

Respected Contributor
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Registered: ‎03-10-2010

Re: Who Can Explain This "Second Grade" Math Problem?

Oh, you ladies made me LOL! I like your answers better than the correct answer. And yes...a second grader would be asking things like, "What kind of dogs?" I guess I see too much Judge Judy, because I was thinking that some of the big dogs might eat some of the little dogs (Heaven forbid!). Of course, if there were sandwiches, that scenario could be avoided. Wow...I would be a failure in second grade if I were in it today. Woman Frustrated Thanks much for your input. Actually, I think the teacher's question was poorly written.

A kind gesture can reach a wound that only compassion can heal. ~~ Steve Maraboli
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Re: Who Can Explain This "Second Grade" Math Problem?


wrote:

I didn't see this anywhere else on the boards, so I'm asking here. If it is on the boards, please direct me to it. This question has been all over online the last couple days. Supposedly, it is a second grade math question...but it is stumping most people. Now, I was not a math major, but I did go through one semester of calculus. Maybe my mind is beginning to go. What I want to know is, what did you get for an answer...and since when did they start teaching algebra in second grade?

 

Question: “There are 49 dogs signed up to compete in the dog show,” The question begins. “There are 36 more small dogs than large dogs signed up to compete. How many small dogs are signed up to compete?”

 

My obvious solution was the same as many other people: 49 total dogs minus 36 small dogs must equal 13 large dogs...so that leaves 36 small dogs. Seemed too easy, but it is a second grade question!!!

 

The correct answer I found online is: 

 

What you’re doing is trying to solve for x. Think of large dogs as “x” and small dogs as “y.”

49 = x+y and y = x+36

So, combine the two equations and you get:

49 = x + x+36

49 = 2x + 36

13 = 2x

x = 6.5

y = 42.5

 

?????!!!!! Anyone care to clarify? (1) Why isn't the answer 13? (2) Since when do second graders solve for "x"? "How can you have a half a dog?" Thanks!


@Yardlie

 

IMO, you are right about the fact that one cannot have .5  or 1/2 a dog.

The reason one cannot just subtract is because the problem states that there are 36 MORE small dogs than large dogs.

 

it is stupid to expect second graders to do algebra, even though they are probably using pictures of dogs and assigning the quantities with letters: d and D.

 

This problem may have been thrown into the annual assessment as one of those “trial” problems that the testing company will use to see if kids can do them.

DD (age 34 now) was taught statistics problems in 2nd and 3rd. The teachers told me that blah Blah blah to establish concepts only. She had trouble remembering how to do long division so I really don’t think fast and surface math in elementary is best.💗❤️💙💜

~Have a Kind Heart, Fierce Mind, Brave Spirit~
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Re: Who Can Explain This "Second Grade" Math Problem?

[ Edited ]

wrote:

I am sitting here on the sofa with my one small dog and my one large dog.  After reading all this, we all have headaches.  Maybe we all need to eat a sandwich.  Just one.  Divided proportionally according to size, age, and weight.  Aargh!  Help!!!


@Twoaces

I agree headache material.  What kind of small dog and what kind of large dog are you sitting with?  

 

 

Trusted Contributor
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Registered: ‎03-26-2017

Re: Who Can Explain This "Second Grade" Math Problem?

I had trouble with subtraction in 2nd grade.  The borrowing thing threw me, especially since I was taught I shouldn’t borrow things!  

 

Later, with story problems, I mainly remember they usually involved a train going to Cleveland!  Why Cleveland?   Hope the dogs aren’t travelling to Cleveland.  Maybe that’s how they got the half dog in the problem, one dog got hit by the train!   Oh noooo! 

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Registered: ‎03-22-2015

Re: Who Can Explain This "Second Grade" Math Problem?

  This is why 8th grade math teacher gave me a D-, just so I wouldn't have to take Algebra again.(I actually failed).

   I wonder if they could be Hot Dogs. Small dogs and Big dogs so you  could have one half.--------------tedEbear

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Registered: ‎04-12-2011

Re: Who Can Explain This "Second Grade" Math Problem?

[ Edited ]

I hate algebra of every kind. I hate Common Core math.  I hate that little second graders, or anyone, have to solve problems like this. Smiley Happy

 

I remember those reading problems that start out with a train going to Cleveland. It seems like they ended with "what color was the bear?" Lolol.

 

 

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Re: Who Can Explain This "Second Grade" Math Problem?

I'm so glad to be retired.

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Re: Who Can Explain This "Second Grade" Math Problem?

I remember being taught (as opposed to learning) addition and subtraction in 2nd grade.  Construction paper airplanes with our names on them flying around the room and advancing when we got right answers.  We may have had to do the answering orally.

 

I still count on my fingers with no shame.  And I still have 10 fingers.

 

I thought that problem was hard.  I still do not understand it completely, nor do I care, but I'd wonder how effective that is for seven year olds, to learn what?

Cogito ergo sum