` ( 3^(162))/(162) ` Find R .

Find the remainder when (3)^(162) is divided by 162.

Find the remiander when (3)^(162) is divided by 162.

A ray of light is incident on a transparent glass slab of refractive index 1.62. If the reflected and refracted rays are mutually perpendicular, what is the angle of incidence ? [ tan^(–1) (1.62) = 58.3^(@) ]

If the position vectors of P and Q are hat i+3hat j-7hat k and 5hat i-2hat j+4hat k them the cosine of the angle between vec PQ and y-axis is (5)/(sqrt(162)) b.(4)/(sqrt(162)) c.-(5)/(sqrt(162)) d.(11)/(sqrt(162))

The value of ((27)^(n//3) xx (8)^(-n//6))/((162)^(-n//2)) is equal to

Calculate the weight of CaO required to remove hardness of 10^(6) L of water containing 1.62 g of Ca (HCO_(3))_(2) in 1.0 L . (Mw of Ca (HCO_(3))_(2) = 162, mw of CaO = 56)

The rational expression (2x^(4)-162)/((x^(2)+9)(2x-6)) in its lowest terms is:

If sqrt(10)= 3.162 , find the value of (1)/(sqrt(10))