Simplify the expression a(a^2+ a +1)+1 and find its value for a= -1
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Given,
An expression, a(a²+ a +1)+1.
To Find,
The simplification of this expression with the value of a = -1.
Solution,
Given expression = a(a²+ a +1)+1.
[Substituting the value of a = -1]
= -1(-1² + -1 + 1)+1
In the brackets:
→ -1² = -1 x -1 = 1
→ -1 + 1 gets cancelled as the add upto 0.
By simplifying, we get it as:
-1 x 1 + 1
= -1 + 1
= 0
Therefore by simplifying the expression a(a²+ a +1)+1 with the value of a = -1, we get the answer as 0.
BODMAS theorem
According to the BODMAS theorem, an expression with all the mathematical operations and brackets should be solved in the order as given below:
→ Brackets Of
→ Division
→ Multiplication
→ Addition
→ Subtraction
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