Let the height of the window be ( h ) inches. Then the width would be ( h + 12 ) inches. The area of the window can be expressed as ( w \times h = (h + 12) \times h = 400 ). Solving the equation ( h^2 + 12h - 400 = 0 ) gives the dimensions; the height is approximately 8 inches and the width is approximately 20 inches. Thus, the dimensions are 20 inches wide by 8 inches high.
Let the width of the storm window be ( w ) inches. Since the window is 6 inches higher than it is wide, the height can be expressed as ( w + 6 ) inches. The area of the window can be calculated using the equation ( w(w + 6) = 315 ). This equation can be used to find the dimensions of the window.
Let the width be ( w ) inches and the height be ( h = w + 6 ) inches. The area of the storm window can be expressed as ( w \times h = 315 ) square inches. Substituting for ( h ), we have ( w(w + 6) = 315 ). Solving this gives the width ( w \approx 15 ) inches and height ( h \approx 21 ) inches.
This answer for each dimension is provided to 4 decimal places only.The height of the window is 26.8806 inches and the width is 14.8806 inches.For, let h equal the height and w the width.Thus in inches:1. h * w = 4002. h - w = 12We can rewrite 2. as h = w + 12Substituting h = w + 12 into 1. gives3. w (w + 12) = 400 thusw2 + 12w = 400w2 + 12w - 400 = 0Substituting the above values into the quadratic formulawhere the roots of aw2 + bw + c = (-b + or - ((b2 - 4ac) 1/2)) / 2a gives:w = (-12 + or - (122 - (4 * 1 * -400)1/2)) / 2 * 1= (-12 + or - (144 - -1600)1/2) / 2= (-12 + or - 17441/2) / 2= 14.8806 (to 4 decimal places only) and -26.8806(to 4 decimal places only)We can clearly discount the negative root. Therefore the width of the window is equal to 14.8806 inches (to 4 decimal places only).Substituting w = 14.8806 into 1. gives14.8806 * h = 400h = 400/14.8806h = 26.8806 (to 4 decimal places)
The answer is 10.9375 An explanation for what????
Tropical storm
A+ x(x-6)=315
H = W + 20; H x W = 640 ie W x (W + 20) = 640 ie W^2 + 20W - 640 = 0 This does not have a solution in integers, a close approximation is 17.2 x 37.2
area = width times height x = height x-12 = width x (x-12) = x^2 - 12X = 400 x^2 - 12X - 400 = 0 solve for x using quadratic formula X = (12 + SQRT(144 + 1600)) divided by 2 x = 26.88 = height width = x -12 = 14.88
One can buy a storm window from home improvement stores such as Rona or Home Depot. One can also order a storm window directly from a window manufacturer.
no u have to open it in the window of storm
A standard storm door typically measures 32 inches in width and 80 inches in height.
It's about 4.5 inches by 2.5 inches by 0.5 inches.
The best window for preventing cold air from coming inside is a storm window and it can be bought online. The website Affordable Storm Windows sells storm windows at reasonable prices. Measuring your old window is important in knowing what size to purchase.
The different materials used to construct a storm window frame include aluminum, vinyl, wood, and fiberglass.
The Lowe's website has a guide on how to find the best replacement storm window glass for you. You can purchase some from there, and of course Home Depot.
45 inches
under left side of dash board behind speedometer. It's a metal box about six inches square and an inch and a half thick.