Answer:
RECTANGULAR PRISM:
\: : \implies \sf \large V = lwh:⟹V=lwh
#1
\implies \sf \large V = (9m)(4m)(3m)⟹V=(9m)(4m)(3m)
\implies \sf \large V = (36 {m}^{2} )(3m)⟹V=(36m
2
)(3m)
\implies \sf \large \purple{ V = 108 {m}^{3} }⟹V=108m
3
#2
\implies \sf \large V = (10cm)(7cm)(15cm)⟹V=(10cm)(7cm)(15cm)
\implies \sf \large V =(70 {cm}^{2} )(15cm)⟹V=(70cm
)(15cm)
\implies \sf \large \purple{ V = (1050 {cm}^{3} )}⟹V=(1050cm
)
#3
\implies \sf \large V = (14m)(10m)(9m)⟹V=(14m)(10m)(9m)
\implies \sf \large V = (140 {m}^{2} )(9m)⟹V=(140m
)(9m)
\begin{gathered} \implies \sf \large \purple{ V = (1260 {m}^{3} )} \\ \\ \end{gathered}
⟹V=(1260m
CUBE:
\: : \implies \sf \large V = {s}^{3}:⟹V=s
#4
\implies \sf \large V = {(12cm)}^{3}⟹V=(12cm)
\implies \sf \large \purple{V = {1728cm}^{3} }⟹V=1728cm
#5
\implies \sf \large V = {(6m)}^{3}⟹V=(6m)
\implies \sf \large \purple{ V = {216m}^{3} }⟹V=216m
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Answers & Comments
Answer:
RECTANGULAR PRISM:
\: : \implies \sf \large V = lwh:⟹V=lwh
#1
\implies \sf \large V = (9m)(4m)(3m)⟹V=(9m)(4m)(3m)
\implies \sf \large V = (36 {m}^{2} )(3m)⟹V=(36m
2
)(3m)
\implies \sf \large \purple{ V = 108 {m}^{3} }⟹V=108m
3
#2
\implies \sf \large V = (10cm)(7cm)(15cm)⟹V=(10cm)(7cm)(15cm)
\implies \sf \large V =(70 {cm}^{2} )(15cm)⟹V=(70cm
2
)(15cm)
\implies \sf \large \purple{ V = (1050 {cm}^{3} )}⟹V=(1050cm
3
)
#3
\implies \sf \large V = (14m)(10m)(9m)⟹V=(14m)(10m)(9m)
\implies \sf \large V = (140 {m}^{2} )(9m)⟹V=(140m
2
)(9m)
\begin{gathered} \implies \sf \large \purple{ V = (1260 {m}^{3} )} \\ \\ \end{gathered}
⟹V=(1260m
3
)
CUBE:
\: : \implies \sf \large V = {s}^{3}:⟹V=s
3
#4
\implies \sf \large V = {(12cm)}^{3}⟹V=(12cm)
3
\implies \sf \large \purple{V = {1728cm}^{3} }⟹V=1728cm
3
#5
\implies \sf \large V = {(6m)}^{3}⟹V=(6m)
3
\implies \sf \large \purple{ V = {216m}^{3} }⟹V=216m
3