The length of a rectangular table is 4 inches less than twice its width. If the perimeter is 70 inches, find the dimensions of the table. Le

Question

The length of a rectangular table is 4 inches less than twice its width. If the perimeter is 70 inches, find the dimensions of the table. Let x be the length of the table and y be the width of the table. The equation tells the relationship between the length and width of the table. The relationship between the perimeter and the length and width is This system of equations can be solve by the following two equations. The solution is

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Khang Minh 2 months 2021-08-01T05:53:54+00:00 1 Answers 2 views 0

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    2021-08-01T05:55:39+00:00

    W = width

    Length = 2w-4

    70 = 2(3w-4)
    70 = 6w-8
    78= 6w
    13 = w

    2(14)-4
    = 28-4
    =24

    Width or y = 13
    Length or x = 24

    I hope that is accurate, it’s like almost three am my brain is starting to unbrain. Good luck on your assignment! 🙂

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