Examples of using When you multiply in English and their translations into Thai
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Colloquial
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Ecclesiastic
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Ecclesiastic
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When you multiply them all out, it's going to be 2 times itself, 12 times or 2 to the 12th power.
When you multiply these two quantities, the gallons will cancel out, and you will just be left with cups, and that's what we wanted.
Plot them out on complex plane, and see what happens when you multiply them, when you divide them, when you add them, when you subtract them.
They have to be different signs, because when you multiply them you get a negative, so it has to be minus 8 and plus 5.
We just did that, you get the 0 vector, because when you multiply each of these guys by A you get b and you get b minus b.
Just multiply it out and you will see that when you multiply these two things, you get that thing right there.
When you multiply these two binomials, you're really just doing the distributive property twice.
But you can see, they're both a little bit nuanced and you have to think a little bit about what happens when you multiply or divide by positive or negative numbers.
So if this is 2x squared here, so it's going to be two numbers when you multiply them equal 3 and when you-- so.
A-inverse, or the matrix transformation for T-inverse, when you multiply that with the matrix transformation for.
I mean, it's a squared minus b squared, but then the i's, when you multiply, and it becomes a negative number.
Now it's a big planet, but--(Explosion sound) that is a lot of energy, particularly when you multiply it 400,000 times per day.
I didn't believe the teacher so I did try out numbers and that's how I got convinced that it works when you multiply or divide both sides of this equation by a negative sign, you swap the inequality.
When you multiply a vector by some scale, or divide it by some scale, or you're just the taking each of its components and multiplying or dividing by that scalar, and we get that right there.
And the simplest reason, or the most basic place where this is useful is when you multiply any imaginary, any complex number times its conjugate, you're going to get a real number.
Now, when you multiply this term, when you multiply 1 over f plus 10 times f times f plus 10,
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And when you multiply them, you would get the 49.
Does a number become smaller when you multiply it?!
How come it's less when you multiply? That's multiplication.