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Sorry my maths question is in Malay ill try to translate as gd as i can. I realyl have no idead how to do it.
A zink which have a square size of 30 cm x 16 cm.
At the end of the 4 edge of the sqaure zink is cut out equally same sides x cm.
After cutting the zink is fold into a a open box.
a) Prove that the volume, V of this box is equal to V=4(x^3 - 23x^2 + 120x)cm^3
b) After that, find the maksimum volume, V
If you can understand then nvm cause my maths are in malay and not english. In malay this topic are call Pembezaan I am not sure in english that is call differences. I can understand better with the look of working. Sorry
A zink which have a square size of 30 cm x 16 cm.
At the end of the 4 edge of the sqaure zink is cut out equally same sides x cm.
After cutting the zink is fold into a a open box.
a) Prove that the volume, V of this box is equal to V=4(x^3 - 23x^2 + 120x)cm^3
b) After that, find the maksimum volume, V
If you can understand then nvm cause my maths are in malay and not english. In malay this topic are call Pembezaan I am not sure in english that is call differences. I can understand better with the look of working. Sorry
