I need help with the square pyramid problem and the last question, as well as checking my work, please.

box shape Dimensions 3-d box view net view surface area volume with (less than or (within 10 measurements equal to 272 cubic inches square inches) more or less of 192 cubic inches) L = 8 in SA = 2(1w) + V = lwh W = 2 in career 2(1h) + 2(wh) Circles V = 8*2*12 Rectangular H = 12 in Height - 12 In Cered SA = 2(8*2) + =192 cubic prism 2(8*12) + inches (original box) 2(2*12) = 272 Lengh - B i square inches Base = 5in SA = ( B . H ) + P of B V = 1/2 . Base . Height . L ) beagth Height = 6 in = (5-6) + 16.64- 13 = 12 - 5 . 6- 15 Triangular = 246. 32 square in = 195 cubic in Prism Length = 13 In Radius = 4 in SA= Scr(1+ 1 Thatra ) Height = 12 in V = 1/ 3 arth + 43 ) V= 13(n . 4'-12) = 209. 21 squar in - 201.06 cubic in Cone Radius = 3 in SA= 2suchtr) Height = F in JA = 20'3. ( 7+3 ) V= 1 .3'. 7 = 197. 92 cubic in Cylinder Square Pyramid Which new type of box would you recommend to the owner of Sweet Circles Cereal? Explain your choice (be sure to discuss surface area, volume and any other factors that influenced your decision)