Chapter 6
Math articulations: Unfamiliar administrators
Presently we go two or three administrators
that might be different for you.
Look at this:
What leftover = 10 % 3
% is the modulo
administrator. It separates one number by another number, yet doesn't give you
the aftereffect of the division. It gives you the rest of the main number is
isolated constantly number. On the off chance that you partition 10 by 3, the
rest of 1. So, in the model above, what leftover
has an estimation of
1. In the event that one number partitions equally into another, the modulo proclamation allows 0 to the variable, since there is no leftover portion. In the accompanying proclamation, 0 is doled out to the variable.
What left over = 9 % 3
Here's a subsequent administrator.
Assume you need to build the estimation of a variable by 1. You could compose…
age = age + 1
The assertion builds the estimation of the variable age by 1. On the off chance that the variable got going with an estimation of 54, for instance, it currently has an estimation of 55. Here's a shorthand method of doing likewise…
age += 1
Once more, if the first
estimation old age was 54, its new worth is 55.
In the accompanying code, the age ends up with an estimation of 62.
age = 12
age += 50
You can utilize a similar
sort of shorthand for different administrators, as well.
In the accompanying code, the age ends up with an estimation of 10.
1 age = 12
2 age - = 2
In the accompanying code, the age ends up with an estimation of 36.
1 age = 12
2 age *= 3
Remember that you can generally utilize a variable rather than a number. In the accompanying code, the age ends up with an estimation of 15.
1 age = 12
2 amounts to increment = 3
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