WEBVTT

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The purpose of the practice guide is to develop guidelines about what we know works

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in encouraging more girls-and more women-to go into careers that use math and science.

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There are a number of reasons why we need to encourage more girls

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and more women to go into math and science.

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One of the reasons is that we're facing a serious shortage in the coming years

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in the United States in the number of mathematicians and scientists that we have.

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Increasing number of jobs require math and science and we have a real shortage.

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In addition, we know that there are a number of areas

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where girls and women are underrepresented.

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So we're missing out on an awful lot of talented people who really could be advancing these areas

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and be critical for our work force and critical for our ability to stay competitive

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and cooperative in a global economy.

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One of the things the guide wants to convey to educators, to parents,

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to the whole general public is that there are, in fact, things that we can do

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that will encourage more girls and more women to go into areas of math and science.

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And if we do these things, we definitely should be increasing-changing girls' and women's lives,

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changing their options and really increasing our preparedness for the workforce.

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We're often asked, "where are the differences between girls and boys

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and how they perform in math and science?"

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And in fact we find that on some of the measures, girls are doing way better.

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On some of the measures boys are doing way better.

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Different kinds of measures of the same sorts of skills, but that's why we say

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that on average we're not looking at real differences in abilities.

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We know that girls tend to get better grades in school, for example,

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in math and science courses and in all their courses.

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And, in fact, right now, they're taking slightly more math

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and science courses as they get through high school.

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So those are one of the measures where we know girls are doing particularly well.

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The other measures where they're doing less well is they do slightly less well than boys

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on some of the standardized exams.

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On average we count-there's no evidence that it's naturally better

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for boys to go into math and sciences.

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What we are concerned with is the low participation rate of girls in a number

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of the sciences and in mathematics.

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So, for example, what's the evidence that we have a problem?

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About almost half of all undergraduates in math majors are female,

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so very close to 50 percent numbers-46 percent, 45 percent, depending on what you're measuring.

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But when you look at the doctorates, they're only about 25 percent.

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So we're losing an awful lot of very talented women who are getting good grades

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who are then not pursuing careers in mathematics.

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If you looks at their participation rates

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in medical school-in medical school graduation rates are now 50 percent female;

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veterinary school, 75 percent female.

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And those are certainly areas that are very heavily scientific.

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But if you look at other areas like physics, like engineering, like certain areas

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of mathematics, the rates are much lower.

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So it's certainly not a matter of, "can girls do math, can girls to science?"

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Obviously they can.

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They're already doing it.

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But there are certain fields within math and science where they're not participating.

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Why is that important?

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It's important because we know, first, of the talent that we're losing.

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And secondly, when girls and women go into an area,

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they sometimes study somewhat different topics within an area.

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Girls are more like - and women-are more likely to be more concerned

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with environmental issues, environmental engineering.

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In biology, they're more likely to be concerned with some reproductive biological issues.

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By cutting out a portion of the population, we're also cutting the full range of diversity

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in our interests and where we make our advances.

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It isn't until you start getting to puberty-where lots

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of things are changing-that you find some of the differences in people's interests

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and in their choices when they have some choice of courses and some choice of activities.

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People say, "Well where does it come from?"

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They certainly come from our expectations.

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They may come from differences in our development and in our hormone levels.

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But none of it implies that we can't be encouraging more girls to get into math

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and science and that they can't all be achieving at equally high rate.

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People always ask the "why" question about why are girls

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and boys not, on average, exactly the same?

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And those answers are really complicated.

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There are certainly differences in developmental processes between girls and boys,

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but none of it puts a limit on anyone's intellectual growth or ability

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to study or excel in any academic area.

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We have five recommendations in our practice guide.

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Let me just briefly give you an overview of them.

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Our first is sort of interesting-and you know these are true for boys and girls.

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They may be particularly true for girls,

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but these will help everybody improve in science and math.

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And one is to really convey the idea to students that, in fact, abilities are expandable.

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I used to be a dean of undergraduate studies at a state university,

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and when I was dean sometimes students would come in to talk to me and they would say,

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"I can't do math," or, "I can't do science."

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And this was their way of saying "I need to get out of that requirement."

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And I would say, "What does it mean you can't do it?

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Is it like an allergy?

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Is it like, you know, you're allergic to it?"

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And when you listen to what people are saying, what they're saying is, "I find it hard."

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And, in fact, somewhere along the line they never learned that it's supposed to be hard.

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And it is hard, but with the appropriate work, with enough hard work, in fact, you get better.

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And then it gets easier.

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And we really need to teach people that it's not that: "You're good in math.

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You're not good in math.

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You're good in science.

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You can't do science."

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In fact, we can all get better.

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And with hard work, what is hard now becomes easy.

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Most teachers know that they need to provide feedback to students.

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Information about how well they're doing.

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But there's two kinds of feedback and they don't have the same results.

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One is a global, generalized feedback.

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So if, for example, you take a standardized exam, you get a number,

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and that number says you did well, you didn't do well.

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But it doesn't give you any more specific information to tell you what you know

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and more importantly what you don't know.

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And we really need to be sure that when we're giving people feedback-one,

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that it's real feedback.

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So it's not the sort of thing that regardless of what you do we tell everyone, "that's great."

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Because that's really not helpful, and that's misleading.

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But, in fact, we know what you do well, what you don't do well,

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and how you can use that feedback to improve.

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And those are just very good practices.

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They'll help girls and boys know what they need to focus on to advance.

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Learning math and science for most people is different from learning literature, for example.

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And they need a different kind of feedback

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because there's certain skills they may be missing, and then they can really work

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on developing those skills-filling in holes.

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Another one of our recommendations is to provide role models.

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And this comes out of an old psychological literature.

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I bet some of our teachers are familiar with the work

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of Albert Bandura, who talked about motivation.

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And one of the things with a role model is you're able

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to say, "Someone like me can do this."

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So if, for example, I'm a young, Hispanic girl growing up in a neighborhood

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where there's little English and I've never seen a scientist that looks like me growing up,

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what you're implicitly telling me is people like me don't become scientists.

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And even if that's not the message you mean to put across, that is the message

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that gets conveyed in a thousand small ways.

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And by showing you some Hispanic woman who grew up in a house

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where they didn't speak much English, who went on and made scientific

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and mathematical contributions, what you're really saying is people just

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like you, in fact, do do these things.

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And that turns out to be incredibly important.

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We have really new respect for how all of those implicit messages get put

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across without even meaning to - what we're telling people about their abilities.

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Our fourth recommendation is really to encourage more live experimentation

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in the classroom-things that involve people's own curiosity, that sparks their interest.

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We also found-and a lot of this work has been done by people looking at girls' expectancies

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of success-that even when girls value math and science,

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they don't see its value in their every day lives.

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They don't see how they're going to use it.

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They don't see it as something worth knowing.

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And if it's not something worth knowing, why should I work so hard at it?

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There is an old movie you may recall,

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I'll bet some of our teachers do, when - Peggy Sue Got Married.

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And she gets to come back from the future, and she's in her high school class,

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and she tells everyone, "Trust me, you're never going to use algebra."

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And, you know, everyone in the theater just breaks out laughing.

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And in fact, a lot of that are the messages that we have.

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So that if we could see the use for this in our lives and in our future careers, then in fact,

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it will increase motivation and time on task and all those other things that are important

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for learning that's really going to last.

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The last recommendation, the fifth one, is one that I've particularly done a lot of work in,

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and it's the area of visual spatial skills training.

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And what that means is training people how to think spatially.

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We have remedial reading, for example, for kids who have trouble with reading.

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We have remedial math.

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But we have nothing in our curriculum, typically,

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that teaches people about spatial thinking.

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And there are a number of areas of mathematics-particularly geometry for example,

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or topology, certain areas in the sciences-that tend to be more spatial.

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And if you look at some of the cognitive differences literature, this is one of the areas

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where you find some of the biggest differences between boys and girls,

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with the advantage going to boys.

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Everyone will benefit if we have a visual spatial skills training,

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so I know how to translate a word problem to a picture.

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And often that will make a very big difference in visualizing what you're solving

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for and understanding the problem.