Inserting parentheses to produce different values > Without grouping symbols, the expression $$\verb/2 ⋅ 3 ^ 3 + 4/$$ has a value of $58$. Insert grouping symbols in the expression $\verb/2 ⋅ 3 ^ 3 + 4/$ to produce the indicated values. > > A. $62$ > B. $220$ > C. $4{,}374$ > D. $279{,}936$ I have solved for A and B. A. $2\cdot ( 3^3 + 4 ) = 62$ B. $(2\cdot 3)^3 + 4 = 220$ C and D just seem impossible to conjure.

Perhaps you could consider the following: $$2\times 3^{(3+4)}$$$$(2\times 3)^{(3+4)}$$