Примери за използване на So let's multiply на Английски и техните преводи на Български
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Medicine
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Ecclesiastic
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Computer
So let's multiply.
Now, we're going to want to subtract these from there, so let's multiply them by negative 1, or those become a positive.
So let's multiply this out.
So we're gonna take a product right here we're multiplying so let's do some algebraic multiplication so let's multiply b times b squared is b to the third b times negative a b is negative a b squared b times a squared is a squared b.
So let's multiply this out.
So let's multiply both sides by 2.
So, let's multiply everything out.
So let's multiply both sides of this by 2A.
So let's multiply this bottom equation by 4.
So let's multiply our numerator by 3 as well.
So let's multiply this top equation by 2.
So let's multiply both sides by 2 times y minus 1.
So let's multiply this top equation by 2.
So let's multiply the blue a times all of this.
So let's multiply both sides of this equation by 3.
So let's multiply both sides of this equation by negative 2.
So let's multiply it times moles of water per grams of water.
So let's multiply this equation, this second equation, by negative 2.
So let's multiply both sides of this equation times minus b squared.
So let's multiply both sides of the equation to get two molecules of water.
So let's multiply this times-- we want to know how many milliliters per patient.
So let's multiply both sides of the equation by x minus 1.
So let's multiply our numerator by 2 as well so that we don't change the value of the fraction.
So let's multiply the numerator and denominator of this expression by the conjugate of the denominator.
So let's multiply first, and then let's get what we have into scientific notation.
So let's multiply both sides of this equation by 2 and you get y squared minus x squared equal to 2c.
So let's multiply both sides by change in time. You get Δt* acceleration is equal to change in velocity.
So let's multiply a plus b to the third power. Well, a plus b to the third power, that's a plus b times-- and I'm going to keep switching colors.
So once again, let's multiply both sides of this equation by negative 15.
So let's do that. So we get 0.7 goes into 12.60. Let's multiply both of these numbers by ten, which is what we do when we move both of their decimals one to the right.