A numerical value is any number. It is known. A numerical
value is fixed. A numerical value is a constant. A numerical value could be final
solution for a variable.
Example : A number like five,
ten , half, a quarter etc. Any special numerical expression like 2+2, 5+10^2 , a dozen
, a crore, etc.
A variabe is any quantity assumed. We
assume that x is the number that has to be added t0 5 to get thirteen. So we solve x+ 5
= 13 . So we can assume any value for the unknown x of the equation , it is a variable.
But x = 8 is the only one value for which x+8 = 13 holds true. So now the solution x = 8
is a constant. The set of all values that could be assumed form the variable x set
. But a particular value ( here the solution of x, i.e , 8) is a solution to x+8 = 13
which is a constant .
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