16times4=y^(4)

Using Distributive property Find [(9)/(16)times(4)/(12)]+[(9)/(16)times(-3)/(9)]

(6^(3)times7^(4)times8^(5))/(4^(3)times9^(2)times16)

If 2^(4)times4^(2)=16^(x) , then x=

Factorise : 16x^(4)-y^(4)

(5^(4)times x^(8)times y^(5))/(4^(5)times x^(5)y^(2))

Evaluate : ( m^( 1/2 ) times m^( 1/4 ) times m^( 1/4 ) )/ ( m^(1/4 ) times m^( 1/4 ) times 1/( m^(1/16 )) )

If 2y + (1)/(2y) = 3 , then 16y^(4) + (1)/(16y^(4)) = "_____" .

Factorise 81 x ^(4) - 16y^(4)

Factorise : (x^(4))/(16)-(y^(4))/(25)

Factorise : (x^(4))/(16)-(y^(4))/(81)