Howie Hua (@howie_hua) 's Twitter Profile
Howie Hua

@howie_hua

I teach math to future elementary school teachers at Fresno State. I make math memes and explainer videos. linktr.ee/howiehua

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linkhttps://howiehua.wordpress.com/ calendar_today26-09-2016 23:50:57

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Since a new school year is coming up, I thought I'd introduce myself and share what to expect on my page (including how to pronounce my name)

Howie Hua (@howie_hua) 's Twitter Profile Photo

Teaching tip: Several years ago, I've retired the question "Do you have any questions?" and replaced it with "Ask me at least 2 questions" to help normalize questions in the classroom.

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It's Mental Math Monday with guest Tim Brzezinski! Tim wants to know how you would mentally calculate 30% of 990. Please share how you would do it in the comments.

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Nobody will remember: - your salary - how "busy you were" - how many hours you worked People WILL remember: - the quadratic formula

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First day of school and continuing the tradition of students taking a picture with this "I am a math person" frame. I learned from Atomic Habits that we should START with identity and then processes and outcomes come afterwards.

First day of school and continuing the tradition of students taking a picture with this "I am a math person" frame. I learned from Atomic Habits that we should START with identity and then processes and outcomes come afterwards.
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Teacher: We only need 38 digits of pi to compute the circumference of a circle encompassing the known Universe with an accuracy to within the radius of a hydrogen atom. The rest of the digits of pi:

Teacher: We only need 38 digits of pi to compute the circumference of a circle encompassing the known Universe with an accuracy to within the radius of a hydrogen atom.

The rest of the digits of pi:
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It's Mental Math Monday! Math educators Dana and Kyle want to know how you would mentally calculate 427+385. Please share how you would do it in the comments.

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The locker problem: 1000 lockers and 1000 students. Student 1 opens every locker. Student 2 closes every other locker. Student 3 changes every 3rd locker (closed -> open, open -> closed), etc. Which lockers are open at the end of this scenario?

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We don't always have to rely on the standard algorithm when subtracting. Here are two ways we can think about subtraction: