`(-4/7 a^2 b)xx(-2/3 b^2c)xx(-7/6 c^2a)`

Express the product as a monomial (-4/7a^2b)xx(-2/3b^2c)xx\ (-7/6c^2a)

Find the products given below and in each case verify the result for a=1,b=2 and c=3: ((-4)/(7)a^(2)b)xx((-2)/(3)b^(2)c) xx((-7)/(6)c^(2)a)

Find each of the products: (7a b)xx\ (-5a b^2c)xx\ (6a b c^2)

Find each of the products: (-2/7a^4)xx(-3/4a^2b)xx\ (-(14)/5b^2)

Find each of the following products: (-1/(27)a^2b^2)xx\ (9/2a^3b^2c^2) (-7x y)xx(1/4x^2y z)

Find each of the products: (7/9a b^2)xx\ ((15)/7a c^2b)xx(-3/5a^2c)

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)

The H.C.F.of 2^(2)xx3^(3)xx5^(5),backslash2^(3)xx3^(2)xx5^(2)xx7 and 2^(4)xx3^(4)xx5xx7^(2)xx11 is 2^(2)xx3^(2)xx5(b)2^(2)xx3^(2)xx5xx7xx11(c)2^(4)xx3^(4)xx5^(5) (d) 2^(4)xx3^(4)xx5^(5)xx7xx11