S lw+2wh
WebbFind step-by-step Calculus solutions and your answer to the following textbook question: A box with a square base and open top is to be made from sheet metal so that its volume is 500 $$ in^3 $$ . Let S be the area of the surface of the box and x the length of a side of the square base. Show that S= $$ x^2 $$ +2000/x for x>0, and sketch the graph of S versus x … WebbThe problem is asking for the cheapest cost for the container and to solve we need the formulas such the volume V = l×w×h V = l × w × h and the total surface area which is S= lw+2wh+2lh S = l w...
S lw+2wh
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Webb6 okt. 2015 · The formula for the surface area of the enclosed space is S=lw+0.5Ph. Solve for P? P= S - lw- 0.5h P= S + lw + 0.5h P= S-lw/ 0.5h P= S/lw + 0.5h asked by kat October 6, 2015 2 answers S=lw+0.5Ph isolate the term containing P S - lw = .5Ph divide by the factors muliplied by P , that is , the .5h (S - lw)/ (.5h) = P The choice coming close is WebbExpert solutions for 11. 7(2x−5)+15x = 5(9x−7)+87x 12. 1/6 IxI +2.4 =6/5x -.7 13. 03x+.02(x−18)=1.84:1769766 ...
WebbYou can put this solution on YOUR website! you need all the terms with h in on one side and all the other terms on the other side. So, S=2wh+2wl+2lh s - 2wh - 2lh = 2wl -2wh - 2lh = 2wl - s converting all signs gives 2wh + 2lh = s - 2wl Now factorise, to give h (2w + 2l) = s - 2wl And final answer is: jon. Answer by daleswift (2) ( Show Source ): Webb8 apr. 2016 · Explanation: S = Lw +wh + Lh. S = Lh +wh + Lw. S = Lh +w(h + L) S − Lh = w(h + L) w = S −Lh (h +L) Answer link.
Webb12 dec. 2014 · calculista. we have. Solve for w means that clear variable w. Group terms that contain the variable w, and move the other terms to the opposite side of the equation. Factor the variable w. Divide both sides by. therefore. the answer is. Advertisement.
WebbYou solve the equation s=lw+2wh for w. which equation is correct? Answers: 1 Show answers Another question on Mathematics. Mathematics, 21.06.2024 17:30. Suppose that an airline uses a seat width of 16.516.5 in. assume men have hip breadths that are normally distributed with a mean of 14.414.4 in. and a ... highbridge wealth managementWebb23 mars 2016 · How do you solve for L in S = 2wL + 2Lh + 2wh? Algebra Linear Equations Formulas for Problem Solving 1 Answer BRIAN M. Mar 23, 2016 L = S −2wh 2w+ 2h Explanation: To solve for L in the equation S = 2wL +2Lh +2wh begin by isolating the two terms with the variable L S − 2wh = 2wL + 2Lh next factor out the L S − 2wh = L(2w+ 2h) … high bridge water towerWebb1 dec. 2007 · The question goes.. If an open rectangular box is to have a fixed volume V, find what relative dimensions will make the surface area a minimum. I understand that there is a solution such that the ratios a = w/l, b = h/l result in a minimum area for any volume, thus for any given volume one... how far is orion beltWebb2 nov. 2024 · You solve the equation S=lw+2wh for w. Which equation is correct? See answer Advertisement TheBreeze s = lw + 2wh We can take the 'w' out of the right side of the equation: s = w (l + 2h) Divide both sides by (l + 2h) w = Good luck! Advertisement New questions in Mathematics Advertisement how far is oregon state university from meWebbThe shed must have a volume of 202,500ft3 and must be in the shape of a rectangular box whose base length is 3 times its base width. If the material used to build the top and bottom costs $10/ft2 and the material used to build the sides costs $6/ft2, determine the minumum cost of such a shed. high bridge water main breakhttp://ftp.tw.debian.org/ubuntu/pool/main/l/linux-oem/nic-shared-modules-4.15.0-1067-oem-di_4.15.0-1067.77_amd64.udeb how far is orilliaWebbYou solve the equation S = ℓw + 2wh for w. Which equation is correct? A. w = S-ℓ/2h, B. w = S-2h/ℓ, C. w = S/ℓ+2h, D. w = S - ℓ -2h Solution Verified Create an account to view solutions Recommended textbook solutions Go Math! Middle School Grade 8 1st Edition Holt McDougal 1,938 solutions Saxon Math, Course 2 1st Edition Hake, Stephen highbridge wi homes