someone please share detailed rules for this along with solution- would be of great help. and we usually dont take start and end state- arent they extra here? coz count comes different

a x b x c + d - a + e x f - g + h order of precedence : x>+>- ; with x is left associative and +, - as right. Min number of variables required in TAC? Should'nt the expression be expressed as : ((a x b) x c) + d - a + (e x f) - g + h (((a x b) x c) + (d - (a + (e x f)) - (g + h)))

The minimum number of temporary variables created in 3 address code of the following expression are _____ a+b*c+d-e-a+b*c Assume order of precedence from highest to lowest as: *,+ and - .Consider associativity for + and * are not important but - is left associative.

Consider the intermediate code given below: The number of nodes and edges in the control-flow graph constructed for the above code, respectively are X and Y. The value of X + Y is ________.