What is the digit at the hundredths place of the number N = 45^36 ?
(1) 1 (2) 0 (3) 6 (4) 5 (5) 7
is the answer is 1??
is the answer is 1??
What is the digit at the hundredths place of the number N = 45^36 ?
(1) 1 (2) 0 (3) 6 (4) 5 (5) 7
r u sure it has hundred digits?
no. of digits is 60 only i think
madnikhil Saysis the answer is 1??
No the answer as per CL is 6...
r u sure it has hundred digits?
no. of digits is 60 only i think
It is asking for the digit at hundreds place or the third digit from left...
What is the digit at the hundredths place of the number N = 45^36 ?
(1) 1 (2) 0 (3) 6 (4) 5 (5) 7
it should be 3)6
expand binominially
hundredth digit of even power ending in 5 is 6 .. hence the answer
didnot get the question,
:(
manast SaysNo the answer as per CL is 6...
i had checked it again my answer still is coming out 1..
my approach is that i had checked it for some terms and it is resulting in the conclusion that for odd powers of 45 the the hundred's place is 6 and for even powers it is 1..correct me if i am wrong..
didnot get the question,
:(
when u will get a number after multiplying 45, 36times what is the 3rd number from the last..means units,tens and hundreds..
so the question is asking for the hundred's place...GOT IT??
i had checked it again my answer still is coming out 1..
my approach is that i had checked it for some terms and it is resulting in the conclusion that for odd powers of 45 the the hundred's place is 6 and for even powers it is 1..correct me if i am wrong..
u r saying correctly wrong answer
5^4 = 625
5^3 = 125
which is odd and which is even.. hope that clarifies
it should be 3)6
expand binominially
hundredth digit of even power ending in 5 is 6 .. hence the answer
Hi Naga...Can you explain a bit more?
Also can't we solve this using Euler theorem?
u r saying correctly wrong answer
5^4 = 625
5^3 = 125
which is odd and which is even.. hope that clarifies
yes checked it done a silly mistake..
Hi Naga...Can you explain a bit more?
Also can't we solve this using Euler theorem?
45^36 = (40 + 5)^36 = 40 ^36 +....... + 40C1*40*5^35 + 5^36
all terms except last term will have 3 or more zeros
question reduce to finding last three digit of 5^36
5^3 = 125
5^4 = 625
so 5^odd has 1 as hundredth digit
5^even has 6 as hundredth digit
hence answer is 6
What is the digit at the hundredths place of the number N = 45^36 ?
(1) 1 (2) 0 (3) 6 (4) 5 (5) 7
my approach- we need to find
or last 3 digit of 45^36
so 5^36/1000 gives 125
and last 2 digit of 9^36 =41
41*125=5125
last three digit 125?
m i corect?
What is the digit at the hundredths place of the number N = 45^36 ?
(1) 1 (2) 0 (3) 6 (4) 5 (5) 7
my approach- we need to find
or last 3 digit of 45^36
so 5^36/1000 gives 125
and last 2 digit of 9^36 =41
41*125=5125
last three digit 125?
m i corect?
ans is 6 only..
70770777077770.................up to 119 digits when divided by 440 leaves a remainder of (a)107 (b)77 (c)370 (d)70 ?plz explain the process to get remainder.thanks in advance.:-P
destiny1400 Says70770777077770.................up to 119 digits when divided by 440 leaves a remainder of (a)107 (b)77 (c)370 (d)70 ?plz explain the process to get remainder.thanks in advance.:-P
Answer is 370
What is the digit at the hundredths place of the number N = 45^36 ?
(1) 1 (2) 0 (3) 6 (4) 5 (5) 7
45^36 mod 125 = 0
45^36 mod 8 =
5^36 mod 8 =
25^18 mod 8 = 1
125p = 8k+1
k = 15p + 5p-1)/8,==>p = -3
remainder = -375 = 625
hundredth digit = 6
destiny1400 Says70770777077770.................up to 119 digits when divided by 440 leaves a remainder of (a)107 (b)77 (c)370 (d)70 ?plz explain the process to get remainder.thanks in advance.:-P
is the answer d)70?
how do we know that the 2p consists of only powers of 2 and 3 as factors.cant 2p be in the form of 2^1 3^1 5^6 ----->2*2*7=28
answer is not 70 but 370 but explain the process plzz