Examples of using Same logic 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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Computer
By the same logic.
Same logic right here.
I'm just like, just same logic.
Same logic over here. dr is equal to minus x.
Lets use that same logic again.
So plus-- same logic-- b times cosine of t with respect to s.
On thermal paper. Controlled by the same logic circuit heating elements, but.
And by that same logic, you would have the same result but in terms of t.
Or, we could rewrite this as, this is just minus x prime of a plus b minus t. dy dt, same logic.
Well, by the same logic it's going to be equal.
So we could rewrite n factorial using the same trick up here. n factorial can be rewritten as n times n minus 1 factorial by the same logic.
So using the same logic, we can do the math all over again.
So, each one of those is a probability of 1/6 for the first outcome times 1/6 for the second, which gives me 1/36, and the same logic applies everywhere.
And by the same logic we used here, we got a little cute.
And the same logic, in the first and fourth quadrants-- and that's where we're dealing with.
For large industries, this maintenance is therefore a favorable strategy: in another area following the same logic, that of the cheese factory, an artisanal production, burdened with all equipment"intended to ensure the safety of consumers"(imposed by policies driven by industry) depends on a fairly high price which constitutes a de facto rent for industrialists at much lower costs of production.
So by that same logic, this top part here can be written as 365 factorial over what?
Now the exact same logic, we want the next largest number in the hundreds place.
And that same logic, if you ignore this, if you just look at this part right here, what is this?
So by the same logic, this right here is going to be equal to 365 factorial over 362 factorial over 365 squared.
And by the same logic-“Bit coins, really? I dont see anyone using a called named like that on daily life.”.
By the same logic, that's going to be, you lose the negative when you square it. y prime of a plus b minus t squared.
Same exact logic as this.
The logic is the same for all remaining languages.
By the same exact logic that we did with the simple problem, it's the magnitude of the force in the direction of our displacement times the magnitude of our displacement.