Respuesta :

we are supposed to find

The expression that completes the statement to form a true inequality

[tex] 3+6^2<......\\ [/tex]

Here [tex] 3+6^2=3+36=39\\ [/tex]

So the given inequality to be true the value of the option(s) should me bore than 39

First option: [tex] 3^3 + 12=27+12=39 [/tex]

As its not more than 39. Hence its not the correct option.

Second Option : [tex] 5^2 + 4^2=25+16=41\\ [/tex]

Hence this is the correct option so,

[tex] 3+6^2<5^2 + 4^2\\ [/tex]

Third Option: [tex] 2^3 + 5^2 + 6=8+25+6=39\\ [/tex]

As its not more than 39. Hence its not the correct option.

Fourth Option: [tex] 2^3 + 14 +17=8+ 14 +17=39\\ [/tex]

As its not more than 39. Hence its not the correct option.

Answer:

2nd option

Step-by-step explanation:
took the test