A Rectangular Cardboard Sheet Has A Length That Is 1.5 Times Greater Than The Width

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A Rectangular Cardboard Sheet Has A Length That Is 1.5 Times Greater Than The Width. Set up the area equation*** the area \ ( a. The length \ ( l \) is given by \ ( l = 2w + 1.5 \).

A rectangular cardboard sheet has a length that is 1.5 times greater
A rectangular cardboard sheet has a length that is 1.5 times greater from brainly.com

1.5x = 1.5*36 = 54 cm. Let's break it down step by step: The length of the sheet is 1.5 cm more than twice its width, so the length = 2x + 1.5 cm.

#### Solution By Steps ***Step 1:


Identify the provided dimensions of the rectangle. The length of the sheet is 1.5 cm more than twice its width, so the length = 2x + 1.5 cm. 1.5x = 1.5*36 = 54 cm.

Let The Width Of The Sheet Be X Cm.


Is it possible to make a topless box with a volume of 6080 cm3 out of this cardboard. A rectangular cardboard sheet has a length that is 1.5 times greater than its width. Set up the area equation*** the area \ ( a.

We Need To Ignore The Negative Solution Since The Width Is Always Positive.


Let's break it down step by step: The length \ ( l \) is given by \ ( l = 2w + 1.5 \). Let's call [tex]x[/tex] the width of the cardboard sheet, [tex]1.5x[/tex] is the length of it (the problem states that the length is 1.5 times the width).

The Length Of The Rectangle, L, Is 1.5 Cm And The Width Of The Rectangle, W, Is 1.203 Cm.


A rectangular cardboard sheet has a length that is 1.5 times greater than the width. Define variables*** let \ ( w \) be the width of the sheet. Is it possible to make a topless box with a volume of 6080cm^3 out of this cardboard sheet if squares with.

The Dimensions Of The Rectangular Cardboard Sheet Are 56 Cm By 36 Cm.


Calculate the area, a, of the rectangle using the. Also, [tex]y=8cm[/tex] which is the removed part.

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