Ans 1. Let the ten digit's and the unit's digit of the number be x and y respectively .
1/4 ( 10x + y) = x + y and
10y + x = 10x + y + 27
solving the two equation we get x =3 and y = 6.
Hence, the number is 36.
1/4 ( 10x + y) = x + y and
10y + x = 10x + y + 27
solving the two equation we get x =3 and y = 6.
Hence, the number is 36.
Ans 2. let the man's present age be x and his son's present age be y.
. . x + 10 = 2 ( y + 10) and
x -2 = 4 ( y - 2)
From the above equation we get x + y= 34.
. . x + 10 = 2 ( y + 10) and
x -2 = 4 ( y - 2)
From the above equation we get x + y= 34.
Ans 3.


Ans 4.


Ans 5.


Ans 6.

Ans 8.

Ans 8.

Ans 9. In selling 1 kg of sugar the grocer gains the cost price of 0.065 kg of sugar.
. . In selling 130 kg he gains cost price of 130 x 0.065 kg of sugar.

Ans 10.


Ans 8.

Ans 8.

Ans 9. In selling 1 kg of sugar the grocer gains the cost price of 0.065 kg of sugar.
. . In selling 130 kg he gains cost price of 130 x 0.065 kg of sugar.

Ans 10.

0 Comments