If `1176=2^a xx\ 3^b xx\ 7^c ,` and `a , b\ a n d\ c` are natural numbers. find a,b,c.

If 1176=2^(a)x3^(b)x7^(c), and a,b and c

If 1176=2^a xx\ 3^bxx\ 7^c , find the values of a ,\ b\ a n d\ c . Hence, compute the value of 2^a xx\ 3^b xx\ 7^(-c) as a fraction.

If 16200=2^(a)xx3^(b)xx^(c) , then find a, b, c.

If 2160 = 2^(a). 3^(b) . 5^(c ) , find a, b and c. Hence calculate the value of 3^(a) xx 2^(-b) xx 5^(-c ) .

If 1176=2^(a)x3^(b)x7^(c), find the values of a,b and c. Hence,compute the value of 2^(a)x3^(b)x7^(-c) as a fraction.

If a xx b = c xx d, a xx c = b xx d then

If a xx b=c xx d and a xx c=b xx d, then vectors a-d and b-c will be

Let S = {(a,b,c) in N xx N xx N : a+b+c=21, a le ble c} and T = {(a,b,c) in N xx N xx N : a,b,c are in A.P} where N is the set of all natural numbers . Then the numbers of elements in the set S cap T is

Let A={x:x in N},B={x;x2n,n in N},C={x:x=2n-1,n in N}and,D={x:x is a prime natural number }. Find: A nn C