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11.12.2019 •
Mathematics
Jay wants to make a box, with no lid (or top), out of a 10" x 6" rectangular piece of cardboard. if jay cuts squares with dimensions x by x out of each corner of the cardboard, and then folds up the corners to make an open box, find a function that represents: (a) the volume of the box. (b) the surface area of the box.
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Ответ:
a.![V(x)=x(10-2x)(6-2x)](/tpl/images/0413/0916/f178a.png)
b.![S(x)=4(15-x^2)](/tpl/images/0413/0916/cbb6d.png)
Step-by-step explanation:
Dimensions of rectangular piece of cardboard=![10\times 6](/tpl/images/0413/0916/8bfdb.png)
According to question
Length of box,l=10-2x
Breadth of box,b=6-2x
Height of box,h=x
a.
Volume of box=![l\times b\times h](/tpl/images/0413/0916/e3ca6.png)
Substitute the values in the formula
Volume of box=![x(10-2x)(6-2x)](/tpl/images/0413/0916/26fd2.png)
b.Surface area of box=![2(b+l)h+lb](/tpl/images/0413/0916/df766.png)
Because the box has no lid
Substitute the values in the formula
Surface area of box=![2(10-2x+6-2x)x+(10-2x)(6-2x)](/tpl/images/0413/0916/c5e9d.png)
Surface area of box=![2(16-4x)x+60-20x-12x+4x^2](/tpl/images/0413/0916/c6f18.png)
Surface area of box=![32x-8x^2+60-32x+4x^2](/tpl/images/0413/0916/1f79c.png)
Surface area of box=![60-4x^2=4(15-x^2)](/tpl/images/0413/0916/a213a.png)
Surface area of box, S(x)=![4(15-x^2)](/tpl/images/0413/0916/da59d.png)
Ответ:
TRUE
Step-by-step explanation: THE COMPOUD STATE MEN DETERMEND BY HE GRAPH IS THE SOLUTION AS SAID BY YOU IT IS TRUE BECAUSE THE READINGS ON THE GRAPH SHOW ITS TRUE