Khushi bought the bangles of equal number of Rs. $34$ per piece, Rs. $42$ per piece and RS. $6$ per piece. She spends total Rs. $1722$ on all types of bangles. How many bangles did she buy of each type?

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Solution

Let number of bangles khushi purchase of each type be 'x'
As per the question
$34 x + 42 x + 6 x = 1722$
$82 x = 1722$
$x = \frac{1722}{82}$
$x = 21$
Therefore number of bangles khushi purchase of each type are 21.

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Khushi bought the bangles of equal number of Rs. 34 per piece, Rs. 42 per piece and RS. 6 per piece. She spends total Rs. 1722 on all types of bangles. How many bangles did she buy of each type?

Let number of bangles khushi purchase of each type be 'x'As per the question34x+42x+6x=172282x=1722x=172282x=21Therefore number of bangles khushi purchase of each type are 21.

Khushi bought the bangles of equal number of Rs. $34$ per piece, Rs. $42$ per piece and RS. $6$ per piece. She spends total Rs. $1722$ on all types of bangles. How many bangles did she buy of each type?

Let number of bangles khushi purchase of each type be 'x'
As per the question
$34 x + 42 x + 6 x = 1722$
$82 x = 1722$
$x = \frac{1722}{82}$
$x = 21$
Therefore number of bangles khushi purchase of each type are 21.