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Sania wanted to cut a cubical cake into ...

Sania wanted to cut a cubical cake into 120 identical pieces applying minimum number of 'n' cuts. Later on she realised that she had to cut this cake into maximum number of identical pieces i.e., 125 pieces. Now she applies the number of cuts is:

A

n

B

`n + 5 `

C

`n + 1`

D

can't be determined

Text Solution

Verified by Experts

The correct Answer is:
A
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Knowledge Check

  • A diamond expert cuts a huge cubical diamond into 960 identical diamond pieces in minimum number of 'n' cuts. If he wants to maximize the number of identical diamond pieces making same number of n cuts to it. So the maximum number of such diamond pieces are :

    A
    a.1000
    B
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    C
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    D
    d. none of (a),(b),(c)

  • A diamond expert cuts a huge cubical diamond into 960 indentical diamond pieces in minimum number of n cuts. If he wants to maximize the number of identical diamond pieces making same number of n cuts to it, so the maximum number of such diamond pieces are :

    A
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    B
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    C
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    D
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  • The process in which the organism can be cut into any number of pieces and each piece grows into a complete organism is called.

    A
    Regeneration
    B
    Budding
    C
    Spore formation
    D
    No option is correct

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