What can I do to help him? We've had several opportunities to play simple addition and subtraction games. Can anyone make any suggestions or help me understand why he comprehends complex strategies but can't solve the simplest questions?
this is an interesting kid! It sounds to me as if they're are likely some interesting issues - how are his social skills, his verbal skills, how does he do in other subjects?
It's extraordinary to be able to intuitively manipulate two digit numbers and not single numbers. But wait - how does he do with constant difference when working with single digit numbers? That could help to tell you if his issue is single digit numbers or addition/subtraction.
What happens if you give him manipulatives to add and subtract with? Can he come to the right answer when he's got the 'goods' in front of him?
I need a bit more information. > >> I'm looking for expert advice on one of my students. I >> teach third grade, and I received a new student to my class >> back in December. He demonstrates great mental math skills >> during math strings. For example, when I put 70-45 on the >> board, he showed his understanding of constant difference >> by putting 65- 40 on his white board. He also showed his >> understanding of commutative property by changing the >> question of 49+36 to 50+35. Now, having said all of this, >> he absolutely struggles with single digit addition and >> subtraction. While he works on three-digit standard >> algorithms, he will make MULTIPLE errors (like 8-4=6). When >> I have a conference with him, it will take him several >> attempts to finally arrive at the correct answer. >> >> What can I do to help him? We've had several opportunities >> to play simple addition and subtraction games. Can anyone >> make any suggestions or help me understand why he >> comprehends complex strategies but can't solve the simplest >> questions? >> >> Thanks in advance! > > I don't have any answer to your question, since I am not an > elementary school teacher, but I had to comment that the bold > > portion is NOT an example of the commutative property It > could > be the associative property, though if framed > correctly. > > It could be rewritten: 49 + (1 + 35) = (49 + 1) > + 35 > > which WOULD demonstrate the associative property.
mathdadOn 2/19/14, Carolyn wrote: > I'm looking for expert advice on one of my students. I > teach third grade, and I received a new student to my class > back in December. He demonstrates great mental math skills > during math strings. For example, when I put 70-45 on the > board, he showed his understanding of constant difference > by ...See MoreOn 2/19/14, Carolyn wrote: > I'm looking for expert advice on one of my students. I > teach third grade, and I received a new student to my class > back in December. He demonstrates great mental math skills > during math strings. For example, when I put 70-45 on the > board, he showed his understanding of constant difference > by putting 65- 40 on his white board. He also showed his > understanding of commutative property by changing the > question of 49+36 to 50+35. Now, having said all of this, > he absolutely struggles with single digit addition and > subtraction. While he works on three-digit standard > algorithms, he will make MULTIPLE errors (like 8-4=6). When > I have a conference with him, it will take him several > attempts to finally arrive at the correct answer. > > What can I do to help him? We've had several opportunities > to play simple addition and subtraction games. Can anyone > make any suggestions or help me understand why he > comprehends complex strategies but can't solve the simplest > questions? > > Thanks in advance! Carolyn, I am no expert in terms of providing the answer you need for this third grader. However, I can say that this is very common. I tutor calculus students who can find the integral and derivative of complex functions but cannot add fractions or subtract, say, 5000-666, for example. There are many adults who can successfully complete difficult, detailed work but cannot hang up a curtain. There are people who spend too much time solving complex questions that they often forget the simple things in life. You see, this problem goes beyond the third grade. I have a friend with several college degrees who failed his road test 6 times before passing on the seventh try. It is very hard to understand why this happens but very common in every which way. mathdad
I am currently teaching several levels of middle school math-grades 6-8. I haven't been in this position long enough to know of great teacher websites or sources to help me make math easier to understand and more interesting. Any sources of tricks or methods of teaching would be appreciated.
Math is a tool that was invented to serve a very important need - without math, we cannot measure anything. By length or quantity or in any way that's specific.
I've told students - imagine two cavepeople and one takes a walk and sees a lot of wooly mammoths. So many the mammoths won't all be able to run away. The first caveperson comes back and tries to tell the other how many wooly mammoths he saw but - math hasn't been invented yet... how does he communicate how many there were?
It's not possible without math - we're reduced to clumsy gestures without math. I use a film clip from a film where a Native American is asking a settler how many more of you will come here to our land - and the settler knows he can't say 'thousands' because the Native American's counting system doesn't include 'thousands'.
What does he say? "Like the stars". That's a lovely phase, not a clumsy phrase but again it illustrates the function of math.
But when we invented school... we took math out of the subjects it serves - and we teach it in isolation from real use with made-up problems. Let's not even talk about algebra, geometry and calculus...
I've found if I can get kids to better understand what math really is, it helps. I ask them to tell me how many books on my shelf - without numbers. I have to be a bit careful because Middle Schoolers get annoyed when given an impossible task and it's impossible to 'count' without the symbolic language that is math.
It is simply not possible to make operations like decimalization of fractions interesting - unless the student is a numbers nerd or a math kid. The only way I've found to make math interesting is in how I teach - my manner, my stance. On Fridays we do an enrichment day on something I want to be fun but still math - like probability. Or choosing a stock and watching it for a week or a month. My kids live for Fridays - the rest of the week we pretty much just have to bite the bullet and learn the operations.
You have a classic binomial multiplying another binomial. A perfect example for "F O I L" So, multiply the "firsts" xy then multiply the "outsides" +2*x yielding +2x then the "insides" -1*y yielding -1y or -y then the "lasts" -1*+2 yielding -2
mathdadOn 3/08/14, Ahmad wrote: > expand (x-1)(y+2)= xy-2x-y-2 or xy+2x-y-2 or any other > answer Use the FOIL method. x times y = xy x times 2 = 2x -1 times y = -y -1 times 2 = -2 Put it all together. Answer: xy + 2x - y - 2
I wanted to return to college for a math degree but recently learned that banks no longer have a personal loan service. I cannot afford college on my ridiculous current salary. However, I can learn math by using the internet and math dvds.
My friends and family members think I am crazy for learning math on my own as a hobby. They say it is not practical. They say it a waste of time. I am 48 and will be 49 in a few months not 99. So, I strongly disagree with people who say I am wasting my time.
There are people who play piano just for fun. Most people who play piano will never have a recording contract but they love piano music. Apply this same idea to math. What do you say? Do you honestly think I am wasting my time? Maybe I'll be hired by Kumon or Kaplan as a tutor when my math skills are ready for the challenge. I can think of more "ridiculous" ways to waste time and mental energy. What do you say?
debDon't listen to them and go with your dreams. I originally got a Business degree, just completed my masters to teach high school math and an in my first year teaching. Oh and I'm 47.
Apparently the website censor did not allow my post.
I had suggested that you should visit the online videotaped lectures from a well known engineering school in Massachusetts. You will find lectures on The Calculus, along with Diffy-q's and Linear Algebra, among others.
Follow your passion, and don't allow yourself to be discouraged by friends. TI83 and TI89 calculators have automated integration and computing eigenvalues. However, these are still taught today.
On 2/04/14, harpazo wrote: > I have two CUNY degrees in areas other than math. I took > precalculus in 1993 as an elective course and got an A > minus, which is not too bad for someone who did not major > in math. At 48 soon to be 49, my love for math is more > alive than ever. > > I wanted to return to college for a math degree but > recently learned that banks no longer have a personal loan > service. I cannot afford college on my ridiculous current > salary. However, I can learn math by using the internet and > math dvds. > > My friends and family members think I am crazy for learning > math on my own as a hobby. They say it is not practical. > They say it a waste of time. I am 48 and will be 49 in a > few months not 99. So, I strongly disagree with people who > say I am wasting my time. > > There are people who play piano just for fun. Most people > who play piano will never have a recording contract but > they love piano music. Apply this same idea to math. What > do you say? Do you honestly think I am wasting my time? > Maybe I'll be hired by Kumon or Kaplan as a tutor when my > math skills are ready for the challenge. I can think of > more "ridiculous" ways to waste time and mental energy. > What do you say? > > Thanks for reading.
Hello, I am looking for a sketching programm. I would like to be able to draw : circle, triangles, ... in a way that it look like a sketch. This will help the students to remember they should not mesure on the picture.
I am tutoring some middle school students in math and would like to know of some great websites that help with teaching math skills. Students range from 6th to 8th grade.
this is an interesting kid! It sounds to me as if they're are likely some interesting issues - how are his social skills, his verbal skills, how does he do in other subjects?
It's extraordinary to be able to intuitively manipulate two digit numbers and not single ...See More