A rectangular solid has a square base and a height that is $$ 3 $$ inches less than the length of one side of the base. Find all possible lengths for the sides of the base such that the resulting volume of the solid is greater than or equal to $$ 968 $$ inches? Answer in interval notation. Enter your answer using interval notation. Example: $$ [ 2.1,5.6172 ) $$ Use U for union to combine intervals. Example: $$ ( - oo , 2 ] U [ 4,00 ) $$ Enter DNE for an empty set. Use oo to enter Infinity.

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A rectangular solid has a square base and a height that is $$ 3 $$ inches less than the length of one side of the base. Find all possible lengths for the sides of the base such that the resulting volume of the solid is greater than or equal to $$ 968 $$ inches? Answer in interval notation. Enter your answer using interval notation. Example: $$ [ 2.1,5.6172 ) $$ Use U for union to combine intervals. Example: $$ ( - oo , 2 ] U [ 4,00 ) $$ Enter DNE for an empty set. Use oo to enter Infinity.

Little Morgan · Accepted Answer

possible lengths $$\in [11,+ \infty)$$

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