If a cube number ends with 6 (number of) zeros then its cube root ends with __
(number of) zeros.
(12) Exponent form of √64 3
is ___
(13) √729 3
is ___
(14) The least number added with 992 to make it a cube number is ___
(15) (113 − 103
) is ___
III Say True or False
(16) A number which can be expressed in the form of (3n+1) its cube can be expressed
in the form of (3n+2)
(17) Cube root of a negative number is negative
(18) √127 3
is 13
(19) We cannot find the cube root of a number which ends with two zeros
(20) If a number ends with 6 its cube also ends with 6
Section – B 2 x 2
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(number of) zeros.
(12) Exponent form of √64 3
is ___
(13) √729 3
is ___
(14) The least number added with 992 to make it a cube number is ___
(15) (113 − 103
) is ___
III Say True or False
(16) A number which can be expressed in the form of (3n+1) its cube can be expressed
in the form of (3n+2)
(17) Cube root of a negative number is negative
(18) √127 3
is 13
(19) We cannot find the cube root of a number which ends with two zeros
(20) If a number ends with 6 its cube also ends with 6
Section – B 2 x 2
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