2/3 of a number is 20 less than the original number. Find the number.
Answers
Answered by
7
Let the required number be x.
A/q,
2/3 × x = x - 20
=> 2x = 3 (x - 20)
=> 2x = 3x - 60
=> 2x - 3x = - 60
=> - x = - 60
=> x = 60
•°• The required number is 60.
A/q,
2/3 × x = x - 20
=> 2x = 3 (x - 20)
=> 2x = 3x - 60
=> 2x - 3x = - 60
=> - x = - 60
=> x = 60
•°• The required number is 60.
Answered by
9
Solution :—
.............................................
Let the required number be n.
A/q,
2/3 × n = n - 20
=> 2n/3 - n = - 20
=> 2n - 3n/3 = -20
=> - n = - 20 × 3
=> - n = - 60
=> n = 60
•°• The required number is 60.
.............................................
Let the required number be n.
A/q,
2/3 × n = n - 20
=> 2n/3 - n = - 20
=> 2n - 3n/3 = -20
=> - n = - 20 × 3
=> - n = - 60
=> n = 60
•°• The required number is 60.
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