H.C.F. of `3240, 3600` and a third number is `36` and their L.C.M. is `2^4xx3^5xx5^2xx7^2`. The third number is (a) `2^2xx3^5xx7^2` (b) `2^2xx5^3xx7^2` (c) `2^5xx5^2xx7^2` (d) `2^3xx3^5xx7^2`

H.C.F.of 3240,3600 and a third number is 36 and their L.C.M.is 2^(4)xx3^(5)xx5^(2)xx7^(2) .The third number is (a) 2^(2)xx3^(5)xx7^(2)(b)2^(2)xx5^(3)xx7^(2)(c)2^(5)xx5^(2)xx7^(2)(b)2^(3)xx3^(5)xx7^(2)

HCF of 3240,3600 and a third number is 36 and their LCM is ^(2)2^(^^)4xx3^(^^)5xx5^(^^)2xx7^(^^)2 The third number is

Find the H.C.F.of 2^(3)xx3^(2)xx5xx7^(4),backslash backslash2^(2)xx3^(5)xx5^(2)xx7^(3)2^(3)xx5^(3)xx7^(2)

A real number (2^(2)xx3^(2)xx7^(3))/(2^(2)xx5^(3)xx3^(5)xx7^(4)) will have _______

((2^8)^2xx5^3)/(7^3xx4)

Find the factors of 330. (a) 2xx4xx5xx11 (b) 2xx3xx7xx13(c)2xx3xx5xx13(d)2xx3xx5xx11

Find the LCM of (2^3 xx 3 xx 5^2 xx 7) , (2^4 xx 3^2 xx 5 xx 72 xx 1) and (2 xx 3^3 xx 5^4) .

Find the L.C.M of 2^(2)xx3^(3)xx5xx7^(2),darr backslash2^(3)xx3^(2)xx5^(2)xx7^(4),backslash backslash2xx3xx5^(3)xx7xx11

The unit place digit of H.C.F. of 2^(2)xx3^(2)xx5^(3)xx7,2^(3)xx3^(3)xx5^(2)xx7^(2) and 3xx5xx7xx11 is