The age of the tree after simplification of [tex]11^{2} +6(3-4)[/tex] comes out to be 115 years old.
Given the age of the tree is [tex]11^{2} +6(3-4)[/tex].
We are required to find the age of the tree after solving the expression.
Expression is combination of numbers,symbols, fraction, coefficients, determinants,indeterminants which is mostly not found in equal to form.
It shows some relationship between variables.
To solve the expression [tex]11^{2} +6(3-4)[/tex] first we have to remove or solve the brackets which can be solved by the subtraction inside the brackets.
=[tex]11^{2}[/tex]+6(-1)
Now find the square of 11.
=121-6
=115
Hence the age of the tree after simplification of [tex]11^{2} +6(3-4)[/tex] comes out to be 115 years old.
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