A student was given 8 two-digit numbers to add, by a teacher. If the student reversed each number and added the results, the sum of the numbers would be 36 more than the actual sum. Find the excess of the sum of the units digits over that of the tens digits.
Ashok went on a tour. He visited a total of 8 cities. In each city he spent เคฐ2 less than half the amount he had with him. He spent เคฐ100 in the last city he visited. Find the amount he had initially (in เคฐ).
@sails u r correct for city 8th but seems u made some slight logical mistake frm 7th city to 1st city... in 7th city ... 404(inital amt) -200 (spent) = 204 (left after city 7= inital amt for city 8)... go on till 1st u will get the answer... let me knw fr should u have any doubts.... meine bada sirr mara hai isme :P
**deleted previous comment... which was same as this comment... posted twice beacuse got failure error on posting previous post
M is a two digit number which has the property that: the product of factorial of its digit>sum of factorial of its digits.how many values of M exists? A)56 B)64 C)63 D)none of these
M is a two digit number which has the property that: the product of factorial of its digit>sum of factorial of its digits.how many values of M exists? A)56 B)64 C)63 D)none of these
@shattereddream from 10 to 99 we have 90 2 digits number.We will subtract those numbers that don't follow the rule10,20.....90 9 numbers11,21,31.....91 9 numbers12,13......19 8 numbersso total 2690-26= 64 numbers.
Actually i have done it with some other method , yours is also a nice method . thanks
M is a two digit number which has the property that: the product of factorial of its digit>sum of factorial of its digits.how many values of M exists? A)56 B)64 C)63 D)none of these