Examples of using Initial velocity in English and their translations into Malay
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Colloquial
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Ecclesiastic
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Computer
That's my initial velocity.
The initial velocity of the mine is up to 245 m/ s.
Minus 1/2 times our initial velocity.
It s initial velocity is 20 feet per second.
The final velocity is equal to the initial velocity plus acceleration times time.
So our initial velocity is negative 5 feet per second.
The height here is my final velocity minus my initial velocity.
If your initial velocity is 0, this term would cancel out.
As a counter to the new threat,the designers began to increase the caliber of VET and increase the initial velocity of the projectile.
The initial velocity of the fragmentation projectile is 1000 m/ s.
If we just distributed that t, we have the initial velocity times time, plus acceleration times time squared over 2.
He's going to start at negative 5 feet per second,so it's going to be negative 5 feet per second, that's his initial velocity.
So it's going to be his initial velocity minus 32 feet per second squared.
So this is interesting,the distance we traveled is equal to 1/2 of the initial velocity plus the final velocity. .
So I'm starting at some initial velocity the subscript i says i for initial. .
Nitrified fiber firing ammunition and ahigh intensity carbon steel ammunition cartridge endows the bullets with 1050metre/sec initial velocity.
The final velocity, my initial velocity, is equal to acceleration times time.
I said we're accelerating with gravity, so a is equal to 10 meters per second squared,then time is equal to 2 seconds, and then initial velocity is equal to 0, and.
If his initial velocity is negative 5 feet per second, his final velocity is this.
The ATGM is equipped with a single-chamber jet engine with two nozzles, as well as an expelling charge,which takes the rocket out of the container and sets its initial velocity.
The nail initial velocity is very high as there is no piston but high pressure gas to push it.
Now let's just say, just for simplicity, let's just say that if we start with an initial velocity, we start with an initial velocity of 5 meters per second.
And we have the initial velocity of the diver right here, the initial vertical velocity, and that's what we care about.
Sometimes the physics teacher might just teach at squared 2-- that's sometimeswhat people memorize, and that's because in a lot of these projectile motion problems, your initial velocity is 0, especially when you're dropping a rock.
So, distance is equal to the initial velocity-- let me draw a line here, so we don't confuse things-- distance is equal to the initial velocity times time plus acceleration times time squared divided by 2.
Once again if we use it in the,(if we just think about the variables) well,the area of this rectangle right here is our initial velocity, times our change in time so that's the blue, this is the blue rectangle right over here?
Times this height, which is our final velocity minus our initial velocity(these are all vectors)(well, they're just positive telling us we're going to the right) and if we just multiply the base times the height, that would give us the area of this entire rectangle.
If this was a curve, if the acceleration was changing, you could not do that. But what's useful about this, is if you want to figure out the distance that was traveled,you just need to know the initial velocity and the final velocity, average the two, and then multiply that times the time that goes by. So in this situation, our final velocity is 13 m/s.
So these two termsthis term and this term will simplify to 1/2 Vi, 1/2 the initial velocity plus 1/2 times the final velocity. And all of that is being multiplied by our change in time, or the time that has gone by. And this tells us the distance that we traveled.
The Cauchy problem for this equation consists in prescribing the initial displacement and velocity of a string or other medium.