you made the statement breh. You explain how a Bachelors of Science degree in electronic engineering doesn't require study in mathematics.It's absolutely true, and I'm speaking based on quite a bit of experience. Explain yourself with substance.
you made the statement breh. You explain how a Bachelors of Science degree in electronic engineering doesn't require study in mathematics.It's absolutely true, and I'm speaking based on quite a bit of experience. Explain yourself with substance.
Oh, I get it. You're a stupid person. Carry on...you made the statement breh. You explain how a Bachelors of Science degree in electronic engineering doesn't require study in mathematics.
math and science in a nut shellYup. I did not realize it before because I thought what her kid wrote was part of the error, I was like
But it makes perfect sense when you ignore that. It is rather simple. The kid skipped a step on the number line.

Oh, I get it. You're a stupid person. Carry on...
like I said full of shytI've come across bullshyt like this a few times with my kids, and I teach them the old skool way
Who's talking about those properties? We're dealing with convoluted methods of doing simple arithmetic, not attributes that actually come in handy later
Poor example


Same thing. They all look convoluted at first.
How could anyone with higher than a 9th grade education not understand the problem in the OP?![]()
. I tutor these kids, and no matter how weird the assignment is, we find a way to muscle through them and come up with a completed paper.
! Quite a few of these kids still can't do mental math for their grade level, and you think some new scheme that piles on more steps and takes up more space is gonna help?This dude gets it. This is how math is supposed to be taught. Period.Addition and multiplication properties cant be simplifed tho, they're just facts that they give you and you can actually do fine without them tbh.
I'm more concerned about them making things like lattice multiplication and long roundabout ways of adding and subtracting the basis of completing problems and not just some extra credit worksheet the substitute gives them to pass the time. The regular ways of adding and subtraction are just fine because they are short, compact, and easy to quickly review over and over.
Ok, I'll give you this one, because they use the whole "stumping the Ph.D" narrative" just used as an exaggeration to plead their case. I tutor these kids, and no matter how weird the assignment is, we find a way to muscle through them and come up with a completed paper.
As for the rest of your argument, damn right this should cause an uproar! Quite a few of these kids still can't do mental math for their grade level, and you think some new scheme that piles on more steps and takes up more space is gonna help?
What students need is repetition, repetition, repetition, where you enforce the standard top-to-bottom way of arithmetic, while highlighting patterns, enforcing observation of patterns, and most importantly, organizing the numbers in a neat, lined up matter so that they can see the operations being done and visualize them later.
I have no faith in these school systems anymore. If a student knows a easier way to get the answer then why cant they use that method? Its ridiculous.
How were you taught to do addition and subtraction?Same thing. They all look convoluted at first.
Addition and multiplication properties cant be simplifed tho, they're just facts that they give you and you can actually do fine without them tbh.
How were you taught to do addition and subtraction?
Agreed, but the problem isnt with the standards, it's with their implementation.Ok, I'll give you this one, because they use the whole "stumping the Ph.D" narrative" just used as an exaggeration to plead their case. I tutor these kids, and no matter how weird the assignment is, we find a way to muscle through them and come up with a completed paper.
As for the rest of your argument, damn right this should cause an uproar! Quite a few of these kids still can't do mental math for their grade level, and you think some new scheme that piles on more steps and takes up more space is gonna help?
What students need is repetition, repetition, repetition, where you enforce the standard top-to-bottom way of arithmetic, while highlighting patterns, enforcing observation of patterns, and most importantly, organizing the numbers in a neat, lined up matter so that they can see the operations being done and visualize them later.