Math, asked by bhabani782, 11 months ago

Ram came to know that raw cheese
is very healthy for our health so, he
brought a large piece of Cheese to his
home which in cubical in shape and
its volume in 729 cm3 Hin family
has to 27 members in it. So he wants
to cut the cheese with a knife and
dintribute it among his family member.what in the surface area of each small cubical Cheese?​

Answers

Answered by shridhar987
1

Answer:

729/27=27

If each cube is 27 cm^3 in volume, side is 3cm long of the cube. Surface area =6side^2

=6*3*3=18*3=54

Thus the answer is 54 cm^2

Answered by arindamvutla
0

The surface area of each small cubical Cheese is 54 cm³.

Step-by-step explanation:

Given:

Volume of a large piece of Cheese to his  home which in cubical in shape and  its volume in 729 cm³.

His family  has to 27 members in it. So he wants  to cut the cheese with a knife and  distribute it among his family member.

Now, to find the surface area of each small cubical Cheese.

Volume of large Cheese = 729 cm³.

As, given it is distribute it among 27 members.

So, volume of small Cheese = 729\div 27=27\ cm^3.

Now, to get the side of small Cheese by putting formula:

Volume=side^3\\\\27=side^3\\\\3=side.

Thus, side = 3 cm.

Now, we put formula to get the surface area of each small cubical Cheese:

Surface\ area=6(side)^2\\\\Surface\ area=6(3)^2\\\\Surface\ area=6\times 9\\\\Surface\ area=54\ cm^3.

Therefore, the surface area of each small cubical Cheese is 54 cm³.

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