Примери за използване на Opposite over hypotenuse на Английски и техните преводи на Български
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Sin is opposite over hypotenuse.
This is just sine is equal to opposite over hypotenuse.
Sine, opposite over hypotenuse.
So the sin of 60 degrees is opposite over hypotenuse.
Sin is opposite over hypotenuse.
Then sine of theta is equal to opposite over hypotenuse.
Sine is opposite over hypotenuse.
And that means SOH is sine is equal to to opposite over hypotenuse.
So what's opposite over hypotenuse?
Well, soh tells us that sine is equal to opposite over hypotenuse.
So that's opposite over hypotenuse.
Well, the sine of alpha plus beta,the sine of this whole angle, opposite over hypotenuse.
SOHCAHTOA, opposite over hypotenuse.
Well, for the 60-degree side of this right triangle, opposite over hypotenuse.
So opposite over hypotenuse for beta.
Well, that's sine: opposite over hypotenuse.
Opposite over hypotenuse is sine, right?
Sine is equal to opposite over hypotenuse.
So opposite over hypotenuse is equal to 5/13.
So we know that sine of theta is equal to opposite over hypotenuse, right?
Sine is opposite over hypotenuse.
If we look at this right triangle right here, is opposite over hypotenuse for alpha.
So then that equals opposite over hypotenuse times hypotenuse over adjacent, right?
So we can also write that sine of alpha-- let me do it in a different color-- is equal to opposite over hypotenuse.
If we use sine-- opposite over hypotenuse sine of the argument is equal to b over r. Is equal to b over the magnitude.
If you have this angle here,let's make this part of a right triangle opposite over hypotenuse is the ratio of this side to the hypotenuse. .
Sine is opposite over the hypotenuse, right?
So opposite has length 8. Over hypotenuse, is 17.
Because sine is equal to the opposite side over the hypotenuse.
So what relationship gives us m over b, or involves the opposite and the hypotenuse?