Examples of using The two numbers in English and their translations into Ukrainian
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Colloquial
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Ecclesiastic
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Computer
Find the two numbers:.
Quite why the two numbers, I really don't know….
Find the two numbers if their sum is 42.
People also translate
It is the difference between the two numbers that counts.
The two numbers differ by only 4 percent!
But this is one of the two numbers are negative.
The two numbers that are most frequently repeated in the Bible are 7 and 40.
We did the multiplications, we did the two multiplications before we added the two numbers.
What are the two numbers we end up with?
We live in one of the places in the multiverse where the two numbers are just right.
We just added the two numbers that were multiplying the X.
Each number in the Fibonacci sequence is the sum of the two numbers in front of it.
If exactly one of the two numbers is negative, then the product is going to be negative.
The two numbers are zero-- as in zero footprint or zero oil-- and scale it infinity.
The two numbers in the middle of the bottom row give the date of the engraving: 1514.
They also have some pretty accurate ways of measuring the total mass we can observe,and here's the twist- the two numbers don't match up.
Theorem: If the sum of the two numbers equal, and the product still, these numbers are roots of the quadratic equation.
Complexity of cultural heritage is notlimited in that its registration number should be of the two numbers, recorded through the slash.
The two numbers indicate different amounts of pressure(measured in millimeters of mercury) in the arteries at different times in the cardiac cycle.
Note that in each iteration of Kaprekar's routine, the two numbers being subtracted one from the other havethe same digit sum and hence the same remainder modulo 9.
If we have the same denominator, the denominator in the differenceis going to be the same as the denominators in the two numbers that we're subtracting, so it's going to be 18.
Since the larger of the two numbers is reduced, repeating this process gives successively smaller numbers until one of them is zero.
Function FIB calculates the Nth term of a Fibonacci sequence(1, 1, 2, 3, 5, 8, 13, 21…), in which each number, after the first two, is the sum of the two numbers immediately preceding it. FIB(0) is defined to be 0.
Theorem(master equation): If the sum of the two numbers equal, and the product still, these numbers are roots of the quadratic equation.
So G= A H{\displaystyle G={\sqrt{AH}}}, meaning the two numbers' geometric mean equals the geometric mean of their arithmetic and harmonic means.
It also follows that G= A H{\displaystyle G={\sqrt{AH}}}, meaning the two numbers' geometric mean equals the geometric mean of their arithmetic and harmonic means.