Reed Whittaker
08/26/2024 · High School
The perimeter of a rectangle is 70 m and the length is 15 m longer, than the width. Find the dimensions of the rectangle. Let \( x= \) ength and \( y= \) width. \[ 2 x+2 y=70 \] \[ x-y=15 \] Graph the linear equation into two slope - intercept forms and give the solution, if any. \[ y=\square x+\square \] \( y=\square x+\square \)
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The dimensions of the rectangle are: Length (x): 25 m, Width (y): 10 m. The linear equations in slope-intercept form are: \( y = -x + 35 \) and \( y = x - 15 \).
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