Примери за използване на All of the sides на Английски и техните преводи на Български
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Medicine
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Ecclesiastic
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Computer
Consider all of the sides.
All of the sides are different.
That's the total combined length of all of the sides.
If you just multiply all of the sides by 3, you get to this triangle.
All of the sides of the Taj Mahal are identical.
So to be equilateral, all of the sides have to have the same length.
Well we could say it's a parallelogram because all of the sides are parallel.
So all of the sides of the square are of length, c.
So we know that all of the angles are the same, andnow we have to make some type of argument that all of the sides are the same.
Two shapes are when all of the sides and angles are exactly the same.
Now, a similar triangle also tells us that the ratio of all of the sides are equal.
It's the triangle where all of the sides are going to have to be scaled up by the same amount.
Here, they have the sides are parallel to the side opposite and all of the sides are equal.
And on the next pass you do that for all of the sides here, So little one here here here here here here here.
Really, if we could just prove that one of the sides are the same,then we know that all of the sides are the same.
A regular hexagon tells us that all of the sides are the same, it's equilateral, and all of the angles are the same, equiangular.
Now other thing we, we know about similarity is that the ratio between all of the sides are going to be the same.
But hopefully you see that it's a pretty reasonable starting point, that if all of the sides, all the corresponding sides, of two different triangles are equal, then we know that they are congruent.
But squares are rhombuses,because all squares they have 90° angles, that's not what makes them a rhombus, but all of the sides are equal.
So it makes sense that all of the angles would be the same and all of the sides would have the same length.
A rhombus is a special case of a parallelogram where not only do you have to sets of parallel lines as your sides, two sets of parallel sides, but all of the sides are the same length in a rhombus.
Completed all of the side missions!
No one knew all of the side effects or complications.
You should also get acquainted with all of the side effects since most of them cause sleep disorders.
All of the side becomes pretty clear that FD is going to be parallel to AC Because the corresponding angles are congruent So this is going to be parallel to that right over there.
Next, it lists all of the side effects, and lastly, it repeats what the benefits of taking the medication are.
It is impossible to list all of the side effects of arthritis medications because different drugs cause different side effects and different people react differently to medications.
Send us some photos of all the sides of the product.