Answer :

6[5x(41-36) - (8+14)]
6[5x(5) - 22]
6[25x - 22]
150x - 132

For this case we have the following expression:

[tex] 6 [5x (41-36) - (8 + 14)]
[/tex]

We first resolve the parentheses of the expression:

[tex] 6 [5x (5) - (22)]
[/tex]

Then, we multiply the result with the corresponding factors outside the parenthesis:

[tex] 6 [25x-22]
[/tex]

Finally we make distributive property:

[tex] 150x + 132
[/tex]

Answer:

The resolved expression is:

[tex] 150x + 132 [/tex]

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