PLEASE HELPP ANYONEE PLEASEE
Three radical expressions have different radicands and, when simplified, are like radicals to Describe key characteristics of these radical expressions.

PLEASE HELPP ANYONEE PLEASEE Three radical expressions have different radicands and when simplified are like radicals to Describe key characteristics of these r class=

Respuesta :

If all three radical expressions can be simplified to have a radicand of 3xy, than each original expression has a radicand that is a product of 3xy and a perfect square.

Ex. [tex] \sqrt{27x^3y^3} [/tex] can be expanded to [tex] \sqrt{3xy*9x^2y^2} [/tex], which you can easily simplify to [tex]3xy \sqrt{3xy} [/tex]

Another ex. [tex] \sqrt{48xy} [/tex] can be expanded to [tex] \sqrt{3xy*16} [/tex], which can be simplified to [tex]4 \sqrt{3xy} [/tex]

The index is 2.

The numeric coefficient of the radicand is three time a perfect-square number.

The variable x in the radicand is raised to an odd power.

The variable y in the radicand is raised to an odd power.

Step-by-step explanation: correct edge2021