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4 A rectangular door sign has an area of 577.6 square centimeters. The length of the sign is 38 centimeters. What is its width? The Wid Width e bought a skateboard for $98.91. This is 3 times h as the cost of the helmet he bought. What is t of the helmet?

44 A rectangular door sign has an area of 577577.66 square centimeters. The length of the sign is 3838 centimeters. What is its width?\newlineThe Wid Width\newlinee bought a skateboard for $98.91 \$ 98.91 . This is 33 times h h as the cost of the helmet he bought. What is t of the helmet?

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Q. 44 A rectangular door sign has an area of 577577.66 square centimeters. The length of the sign is 3838 centimeters. What is its width?\newlineThe Wid Width\newlinee bought a skateboard for $98.91 \$ 98.91 . This is 33 times h h as the cost of the helmet he bought. What is t of the helmet?
  1. Find Width of Door Sign: Find the width of the rectangular door sign by dividing the area by the length. \newlineArea = Length ×\times Width, so Width = Area ÷\div Length. \newlineWidth = 577.6 cm2÷38 cm577.6 \, \text{cm}^2 \div 38 \, \text{cm}
  2. Calculate Width: Perform the division to find the width. \newlineWidth = 577.6 cm2÷38 cm=15.2 cm577.6 \, \text{cm}^2 \div 38 \, \text{cm} = 15.2 \, \text{cm}
  3. Calculate Cost of Helmet: Calculate the cost of the helmet by dividing the cost of the skateboard by 33. \newlineCost of Helmet = Cost of Skateboard ÷\div 33 \newlineCost of Helmet = $98.91÷3\$98.91 \div 3
  4. Find Cost of Helmet: Perform the division to find the cost of the helmet. \newlineCost of Helmet = $98.91÷3=$32.97\$98.91 \div 3 = \$32.97

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