Examples of using We could write in English and their translations into Malay
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Colloquial
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Ecclesiastic
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Computer
We could write it 7 dot 5.
And the way we would write this,and we will think a little bit more about what this means, we could write this as 18 over 2.
We could write ammonia as a base.
And we know that that could be written asy is equal to x squared, or we could write that as x is equal to square root of y, depending on what we want to be a function of what.
So we could write 10 here, here, here and here.
So literally, we just need to multiply 65,and we could write it as a times sign like that or we could write it as a dot like that but this means 65 times 1.
Or we could write that as twelve times two.
So when they ask us to write it in expanded form, we could write 14,897 literally as the sum of these numbers, of its components, or we could write it as the sum of these numbers.
We could write anything we want.
X has to be greater than or equal to negative 1 and less than orequal to 17. So we could write this again as a compound inequality if we want.We can say that the solution set, that x has to be less than or equal to 17 and greater than or equal to negative 1.
We could write 397 is greater than 394.
If tha' could print we could write a letter to him an' ask him to go an' buy th' garden tools an' th' seeds at th' same time.".
We could write anything we wanted.
Or we could write this in interval notation.
So we could write x to this thing, log base x a.
So we could write 512 as being equal to 8 times 8 times 8.
So we could write x plus 60 degrees is equal to 180 degrees.
Or we could write this as 3.6 times 10 to the second.
So we could write 7x needs to be one of these numbers.
Or we could write this as 63 over 1 newspapers per hour.
We could write another story, but they would just spin that one too.
And we could write, then, that a is equal to the square root of 784.
We could write 54 as being 6 times 9, and 81 is the same thing as 9 times 9.
We could write pages and pages on the doormats that are in the door of any house.
Or we could write this as 63, because 63 over 1 is the same thing as 63 newspapers per hour.
So we could write, the square root of 60 is equal to the square root of 4 times the square root of 15.
Or we could write the solution set as starting at negative 120-- but we're not including negative 120.
We could write a whole guide about the functions of amino acids in the body, but again, you're probably more interested in their benefits for athletes.
We could write this as 4x plus 1 is equal to the positive 2, square root of 2, or 4x plus 1 is equal to negative 2 times the square root of 2.
Or we could write this way. x has to be less than 2 and 4/5, that's just this inequality, swapping the sides, and it has to be greater than or equal to negative 1.