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https://www.jiskha.com/questions/1133844/a-jewelry-box-is-designed-such-that-its-length-is-twice-its-width-and-its-depth-is-2
Nov 16, 2014 · A jewelry box is designed such that its length is twice its width and its depth is 2 inches less than its width. The volume of the box is 64 cubic inches. Use synthetic division to find the roots of the polynomial equation. Are the roots all rational numbers? Ans: Yes, the only root 4 is rational. What are the dimensions of the box? Ans: width is 4, depth is 2 and length is 8.
https://softmath.com/algebra-word-problems/a-jewelry-box-is-designed-that-its-length-is-twice-its-width
a jewelry box is designed that its length is twice its width and its depth is two inches less than its width. What is the box's length if the volume of the box is 64 cubic inches? Answer provided by our tutors Let. x = the width (in inches), x>0. 2x = the length. x - 2 = the depth.
https://answers.yahoo.com/question/index?qid=20120112201005AAiOkLl
Jan 12, 2012 · A jewelry box is designed such that its length is twice its width? and its depth is 2 inches less than its width. The volume of the box is 64 cubic inches? I have no idea what that equation is. Update: i mean how to put it into one like as a polynomial equation. Answer Save. 2 Answers.
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This beautiful hand-crafted jewelry box is designed to provide ample space to accommodate her favorite jewelry and other keep sakes. Its sturdy wooden structure, brass fixtures, and velvet lining will protect her jewelry for decades to come. Link Type: free plans ...
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