6. A welder is building the storage container shown below with sides, bottom and center divider...

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6. A welder is building the storage container shown below with sides, bottom and center divider made of 10-mm plate steel. Use the steel design table in the appendix to calculate the weight of the box, rounded to the nearest kilogram. 14 m 8 m 3m Name Rectangle Parallelogram Trapezoid Triangle Circle Sector Ellipse Figure b L L W Perimeter/Circumference P=2L+2W P=2a + 2b Add all four exterior lengths Add all three exterior lengths C=2лr **for a circle, perimeter is renamed circumference since it is the measure of a curve L= 180 **for a sector, perimeter is renamed arc length C=n(a+b)) |j=1+h+² +26² + (a-b)² (a+b) Area (A) A=LW A=bh 1 A==h(a+b) A=-=-bh A= πr² nd² A = this formula can be used if the diameter (d) is known instead of the radius Ꮎ 360 A-nab -πr² Sondrigare Geometry romanas. Name Rectangular Prism Triangular Prism Cylinder Pyramid Cone Frustum of a Pyramid Frustum of a Cone Sphere Figure d Surface Area (SA) SA=2wl+2hl+2wh SA=wl+cl+dl+ wh SA=2rr²+2лrh SA=b²+b√√b² +4h² SA= r²+√ SA=b²+ B²+ (B+b)√(B-b)² +h² SA= r² + R² + (R+r)√(R=r)² +h² SA= 4πr² Volume (V) V = lwh V=-whl -12 V = πr²h nd²h V = this formula can be used if the diameter (d) is known instead of the radius V=-b²h V= V=h(B²+ Bb+b³) V= V = = = πh (R² + Rr+r³²) V= 6. A welder is building the storage container shown below with sides, bottom and center divider made of 10-mm plate steel. Use the steel design table in the appendix to calculate the weight of the box, rounded to the nearest kilogram. 14 m 8 m 3m Name Rectangle Parallelogram Trapezoid Triangle Circle Sector Ellipse Figure b L L W Perimeter/Circumference P=2L+2W P=2a + 2b Add all four exterior lengths Add all three exterior lengths C=2лr **for a circle, perimeter is renamed circumference since it is the measure of a curve L= 180 **for a sector, perimeter is renamed arc length C=n(a+b)) |j=1+h+² +26² + (a-b)² (a+b) Area (A) A=LW A=bh 1 A==h(a+b) A=-=-bh A= πr² nd² A = this formula can be used if the diameter (d) is known instead of the radius Ꮎ 360 A-nab -πr² Sondrigare Geometry romanas. Name Rectangular Prism Triangular Prism Cylinder Pyramid Cone Frustum of a Pyramid Frustum of a Cone Sphere Figure d Surface Area (SA) SA=2wl+2hl+2wh SA=wl+cl+dl+ wh SA=2rr²+2лrh SA=b²+b√√b² +4h² SA= r²+√ SA=b²+ B²+ (B+b)√(B-b)² +h² SA= r² + R² + (R+r)√(R=r)² +h² SA= 4πr² Volume (V) V = lwh V=-whl -12 V = πr²h nd²h V = this formula can be used if the diameter (d) is known instead of the radius V=-b²h V= V=h(B²+ Bb+b³) V= V = = = πh (R² + Rr+r³²) V=

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