The factors of the expression are (2b+10) and (2b-10).
A factor in mathematics is an integer that evenly divides another number by itself, leaving no remainder.
We can employ a variety of techniques, including the division method and the multiplication method, to determine the factors of a number.
Factors of an algebraic expression is calculated by factoring the given expression into smaller algebraic expressions.
Now let us factor the given expression.
4 b²-100
This expression can be written in the form of the difference of two squares.
(2b)²-(10)²
We know that (a²-b²) can be factored into (a+b) and (a-b).
So the expression (2b)²-(10)² can be factored into (2b+10) and (2b-10).
Therefore the factors of (4 b²-100) are (2b+10) and (2b-10).
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