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After 1 year, a cell phone company decreases your monthly bill by 5%. If your monthly bill
is currently $35, how much should you expect to pay monthly after your first year?

Respuesta :

msm555

Answer:

$33.25 monthly

Step-by-step explanation:

To calculate the new monthly bill after the 5% decrease, we need to find (100-5=95)% of the current monthly bill.

Given:

  • Current monthly bill: $35

We'll decrease this by 5%, which means we'll keep 95% of the original amount.

So, the new monthly bill is calculated as:

[tex] \textsf{New monthly bill 95 $\% $ of the original amount}[/tex]

[tex] \textsf{New monthly bill} = \dfrac{95}{100}\times \$35 [/tex]

[tex] \textsf{New monthly bill} = 0.95 \times \$35 [/tex]

[tex] \textsf{New monthly bill} = \$33.25 [/tex]

Therefore, after the first year, we should expect to pay $33.25 monthly.

FireDragonz324

To calculate the new monthly bill after a 5% decrease, follow these steps:1. Calculate the 5% decrease by multiplying the current monthly bill ($35) by 5% (0.05): $35 \times 0.05 = $1.75.2. Subtract the 5% decrease from the current monthly bill to find the new monthly bill: $35 - $1.75 = $33.25.Therefore, after the first year, you can expect to pay approximately $33.25 per month for your cell phone bill.This calculation assumes that the 5% decrease applies to the entire year, resulting in a new monthly bill of $33.25.

Hope this Helps!

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