class='bold'>In mclass='bold'>athemclass='bold'>atics, a unary operclass='bold'>ation is an operclass='bold'>ation with only one operand, i.e.

And the poclass='bold'>int of mclass='bold'>ath isn't just to pass the next exam, or to get an A on the next exam.

Baydoun holds a bachelor of science class='bold'>degree class='bold'>in mclass='bold'>athemclass='bold'>atics from Lebanese University and a PhD class='bold'>in mclass='bold'>athemclass='bold'>atics from Claude Bernard University class='bold'>in Lyon, France.

Whclass='bold'>at do we mean when we say we're doclass='bold'>ing mclass='bold'>ath, or educclass='bold'>atclass='bold'>ing people to do mclass='bold'>ath?

class='bold'>Instead, each comes from the world of academia (both hold doctorclass='bold'>ates class='bold'>in mclass='bold'>athemclass='bold'>atics).

Or theta is equa to 32 class='bold'>degrees

Or z is goclass='bold'>ing to be equal to 58 class='bold'>degrees

He received his bachelor's class='bold'>degree from California class='bold'>Institute of Technology class='bold'>in 1961, and a Ph.D. from Stanford University, all class='bold'>in mclass='bold'>athemclass='bold'>atics.

Or you could thclass='bold'>ink 7 plus mclass='bold'>inus 6 is equal to the class='bold'>coefficient on the x, which is 1.

And this is goclass='bold'>ing to be a super useful toolkit lclass='bold'>ater on class='bold'>in your algebraic, or really class='bold'>in your mclass='bold'>athemclass='bold'>atical careers.

The difference between me then and now, now, I obtaclass='bold'>ined an excellent class='bold'>class='bold'>grade class='bold'>in mclass='bold'>athemclass='bold'>atics.

The angles class='bold'>in a circle or there are 360 class='bold'>degrees class='bold'>in a circle.

Macmillan was the first woman to earn First class honours from Edclass='bold'>inburgh class='bold'>in Mclass='bold'>athemclass='bold'>atics and Nclass='bold'>atural Philosophy, also earnclass='bold'>ing Second class honours class='bold'>in Moral Philosophy and Logic.

Background Born class='bold'>in Benghazi class='bold'>in 1983, Nabbous graduclass='bold'>ated from Garyounis University, with a class='bold'>degree class='bold'>in Mclass='bold'>athemclass='bold'>atics.

She stayed class='bold'>at Alberta for her graduclass='bold'>ate studies, and class='bold'>in 1977 she earned her Ph.D. there class='bold'>in mclass='bold'>athemclass='bold'>atics.

Or class='bold'>in this case, if x is, I don't know, 45 class='bold'>degrees, then y is goclass='bold'>ing to be 135 class='bold'>degrees.

And thclass='bold'>at exam, whether you get a 70 percent, an 80 percent, a 90 percent, or a 95 percent, the class moves on to the next topic.

And whenever you have an expression like this, where you have a non one class='bold'>coefficient on the y squared, or on the second class='bold'>degree term it could have been an x squared the best way to do this is by groupclass='bold'>ing.

Not only do they have different properties one might reflects light class='bold'>in a certaclass='bold'>in way, or not reflect light.

The other part we can get usclass='bold'>ing a different operclass='bold'>ator called the remaclass='bold'>inder operclass='bold'>ator, or the modulo operclass='bold'>ator.

The side opposite the right angle, or the 90 class='bold'>degrees, is a hypotenuse, or the longest side.

But whclass='bold'>at if there were some factor, or I guess some function thclass='bold'>at we could multiply both sides of this equclass='bold'>ation by, thclass='bold'>at would make it an exact differential equclass='bold'>ation?

class='bold'>In 1908 he received a doctorclass='bold'>ate class='bold'>in philosophy from Kraków's Jagiellonian University, where he focused on mclass='bold'>athemclass='bold'>atics and the physical sciences.

Cool class='bold'>in my terms is three or four or five thousand class='bold'>degrees.

This became the identity mclass='bold'>atrix, or reduced row echelon form.

So, how warm or cold do you feel about, you know,

We're assumclass='bold'>ing thclass='bold'>at we're class='bold'>at room temperclass='bold'>ature, or 298 class='bold'>degrees Kelvclass='bold'>in.

It's just human beclass='bold'>ings, or mclass='bold'>athemclass='bold'>aticians, decided thclass='bold'>at this is a useful convention to the defclass='bold'>ine the multiplicclass='bold'>ation, or the product, of a mclass='bold'>atrix and a vector.

Thclass='bold'>at doesn't mean thclass='bold'>at you won't ever see it while you're doclass='bold'>ing algebra or mclass='bold'>athemclass='bold'>atics.

The leadclass='bold'>ing class='bold'>coefficient of the first row is 1 2 is the leadclass='bold'>ing class='bold'>coefficient of the second row 4 is the leadclass='bold'>ing class='bold'>coefficient of the third row, and the last row does not have a leadclass='bold'>ing class='bold'>coefficient.

Or 2X is equal to 90, OR if you divide both sides by 2, you get X is equal to 45 class='bold'>degrees.

Red multiplierSet here the magnificclass='bold'>ation factor of the red layer

Blue multiplierSet here the magnificclass='bold'>ation factor of the blue layer

class='bold'>Parameter

Argument

class='bold'>Coefficient.

Or you could have said 70 plus this angle are 180.

Abstract problems Abstract mclass='bold'>athemclass='bold'>atical problems arise class='bold'>in all fields of mclass='bold'>athemclass='bold'>atics.

Our coeffient, Our coeffient on the second class='bold'>degree term is one

Or if I told you thclass='bold'>at theta was 80 class='bold'>degrees, then you would immediclass='bold'>ately know thclass='bold'>at psi was 40 class='bold'>degrees.

Or you could say thclass='bold'>at this angle corresponds to this 120 class='bold'>degrees, so it is also 120, and make the same exact argument.

This almost looks like the identity mclass='bold'>atrix or reduced row echelon form.

If I go all the way around the lclass='bold'>ine, or class='bold'>in a circle, thclass='bold'>at's 360 class='bold'>degrees.

And so the class='bold'>intuition is is thclass='bold'>at this should lower the boilclass='bold'>ing poclass='bold'>int or make it oh, sorry,

They mean thclass='bold'>at these are right angles or they have a measure of 90 class='bold'>degrees