(i) To Find : Value of ![]()
Formulae :
• ![]()
• ![]()
Let,
![]()
By using above formula, we can write,
![]()
Cancelling (5!) from numerator and denominator we get,
![]()
∴x = 504
Conclusion : Hence, value of the expression
is 504.
(ii) To Find : Value of ![]()
Formula : ![]()
Let,
![]()
By using the above formula we can write,
![]()
Cancelling (29!) from numerator and denominator,
∴x = 32 × 31 × 30
∴x = 29760
Conclusion : Hence, the value of the expression
is 29760.
(iii) To Find : Value of ![]()
Formula : ![]()
Let,
![]()
By using the above formula we can write,
![]()
Taking (9!) common from numerator,
![]()
Cancelling (9!) from numerator and denominator,
∴x = (12 × 11 × 10) - 10
∴x = 1310
Conclusion : Hence, the value of the expression
is 1310.
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