Abbey wants to use her savings of $1,325 to learn yoga. The total charges to leam yoga include a fixed registration fee of $35 and a monthly fee of $50. Choose the
inequality that would be used to solve for the maximum number of months for which Abbey can learn yoga with her savings?
35x + 50 5 1,325
35 + 50x 2 1,325
35 + 50x s 1,325
35x + 50 2 1,325

Question

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Respuesta :

absor201 absor201 · Answer 1 · 2019-11-30T17:24:33+01:00

[tex]35+50x\leq 1325[/tex]

Step-by-step explanation:

We will translate the given problem into inequality to represent the given situation and to find the number of hours

Let x be the number of months for which Abbey can learn yoga

$35 is a constant one time fee which will be added to the monthly fee

So,

[tex]35+50x\leq 1325[/tex]

To solve the equation

[tex]35+50x\leq 1325\\50x\leq 1325-35\\50x\leq 1275\\\frac{50x}{50}\leq \frac{1275}{50}\\x\leq 25.5[/tex]

Hence,

Abbey can learn yoga for 25 months

Keywords: Inequality, Linear Variable

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