Question

If pqr= a*x, qrs= a*y, rsp= a*z find (pqrs)½​

Answer 1

Step-by-step explanation:

Pqr = ax

qrs = ay

rsp = az

multiplying all the three equations,

p^2 q^2r^2 s^2 = a^3 xyz

(pqrs) ^2 = a^3 xyz

Taking square root on both sides ,

pqrs = (a^3* xyz)^ 1/2

Taking square root again ,

(pqrs) ^ 1/2 = ( a^3 * xyz) ^ 1/4 .

if Pqr = a^x

qrs = a^y

rsp = a^ z

multiplying all the equations,

(pqr)^2 = (a ^ x+y+z)

taking square root on both sides ,

pqr = ( a ^ x+y+ z) ^ 1/2

( pqr) ^ 1/2 = ( a^ x+y+ z ) ^ 1/4 .