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Compiler DesignTranslate the arithmetic expression a + - (b + c) into: (a) Syntax tree (b) Quadruples (c) Triples (d) Indirect Triples20227m Compiler DesignExplain the process of translating an arithmetic expression into intermediate code using three-address code (TAC). Translate the expression a * -b + (c - d) * e into TAC and show the corresponding syntax tree and code.20247m Compiler DesignWrite down Three Address Code for the following expression: (a \times b) + (c + d) - (a + b + c + d)20257m Compiler DesignTranslate the following expression into quadruples and triples representation. A = -b * (c + d)/e20234m
PreviousConsider the following code: (i) i = 12 (ii) j = 1 (iii) t1 = 10 * i (iv) t2 = t1 + j (v) t3 = 8 * t2 (vi) t4 = t3 - 88 (vii) a [ t4 ] = 0.0 (viii) j = j + 1 (ix) if j <= 10 goto (iii) (x) i = i + 1 (xi) if i <= 10 goto (ii) (xii) i = 1 (xiii) t5 = i - 1 (xiv) t6 = 88 * t5 (xv) a [ t6 ] = 1.0 (xvi) i = i + 1 (xvii) if i <= 10 goto (xiii) find out the basic block and draw the flow graph for the above code.NextDifferentiate between S-attributed SDT and L-attributed SDT using suitable examples.
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