Solved on Jan 22, 2024

Find the better deal between 5-day pass at $275.60 or 3-day pass at$ 174.75 for snowboarding.

STEP 1

Assumptions
1. Peak Point sells a 5-day pack for $275.60.<br />2. Grand Mountain sells a 3-day pack for$ 174.75.
3. We are to determine which mountain offers a better deal based on the cost per day of skiing.

STEP 2

First, we need to calculate the cost per day for the 5-day pack at Peak Point.
$Cost\, per\, day\, at\, Peak\, Point = \frac{Total\, cost\, of\, 5-day\, pack}{Number\, of\, days}$

STEP 3

Now, plug in the given values for Peak Point to calculate the cost per day.
$Cost\, per\, day\, at\, Peak\, Point = \frac{\$275.60}{5}$

STEP 4

Calculate the cost per day at Peak Point.
$Cost\, per\, day\, at\, Peak\, Point = \frac{\$275.60}{5} = \$55.12$

STEP 5

Next, we need to calculate the cost per day for the 3-day pack at Grand Mountain.
$Cost\, per\, day\, at\, Grand\, Mountain = \frac{Total\, cost\, of\, 3-day\, pack}{Number\, of\, days}$

STEP 6

Now, plug in the given values for Grand Mountain to calculate the cost per day.
$Cost\, per\, day\, at\, Grand\, Mountain = \frac{\$174.75}{3}$

STEP 7

Calculate the cost per day at Grand Mountain.
$Cost\, per\, day\, at\, Grand\, Mountain = \frac{\$174.75}{3} = \$58.25$

STEP 8

Now we compare the cost per day at both mountains to determine which one offers the better deal.
$Peak\, Point\, cost\, per\, day = \$55.12$ $Grand\, Mountain\, cost\, per\, day = \$58.25$

STEP 9

Since the cost per day is lower at Peak Point, it offers the better deal for snowboarding.
Peak Point offers the better deal.

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Find the better deal between 5-day pass at $275.60 or 3-day pass at$ 174.75 for snowboarding.

STEP 1

Assumptions
1. Peak Point sells a 5-day pack for $275.60.<br />2. Grand Mountain sells a 3-day pack for$ 174.75.
3. We are to determine which mountain offers a better deal based on the cost per day of skiing.

STEP 2

First, we need to calculate the cost per day for the 5-day pack at Peak Point.
$Cost\, per\, day\, at\, Peak\, Point = \frac{Total\, cost\, of\, 5-day\, pack}{Number\, of\, days}$

STEP 3

Now, plug in the given values for Peak Point to calculate the cost per day.
$Cost\, per\, day\, at\, Peak\, Point = \frac{\$275.60}{5}$

STEP 4

Calculate the cost per day at Peak Point.
$Cost\, per\, day\, at\, Peak\, Point = \frac{\$275.60}{5} = \$55.12$

STEP 5

Next, we need to calculate the cost per day for the 3-day pack at Grand Mountain.
$Cost\, per\, day\, at\, Grand\, Mountain = \frac{Total\, cost\, of\, 3-day\, pack}{Number\, of\, days}$

STEP 6

Now, plug in the given values for Grand Mountain to calculate the cost per day.
$Cost\, per\, day\, at\, Grand\, Mountain = \frac{\$174.75}{3}$

STEP 7

Calculate the cost per day at Grand Mountain.
$Cost\, per\, day\, at\, Grand\, Mountain = \frac{\$174.75}{3} = \$58.25$

STEP 8

Now we compare the cost per day at both mountains to determine which one offers the better deal.
$Peak\, Point\, cost\, per\, day = \$55.12$ $Grand\, Mountain\, cost\, per\, day = \$58.25$

STEP 9

Since the cost per day is lower at Peak Point, it offers the better deal for snowboarding.
Peak Point offers the better deal.

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Find the better deal between 5-day pass at 275.60or3−daypassat275.60 or 3-day pass at 275.60or3−daypassat174.75 for snowboarding.

STEP 1

Assumptions1. Peak Point sells a 5-day pack for 275.60.<br/>2.GrandMountainsellsa3−daypackfor275.60.<br />2. Grand Mountain sells a 3-day pack for 275.60.<br/>2.GrandMountainsellsa3−daypackfor174.75.3. We are to determine which mountain offers a better deal based on the cost per day of skiing.

STEP 2

STEP 3

Now, plug in the given values for Peak Point to calculate the cost per day.Cost per day at Peak Point=$275.605Cost\, per\, day\, at\, Peak\, Point = \frac{\$275.60}{5}CostperdayatPeakPoint=5$275.60​

STEP 4

Calculate the cost per day at Peak Point.Cost per day at Peak Point=$275.605=$55.12Cost\, per\, day\, at\, Peak\, Point = \frac{\$275.60}{5} = \$55.12CostperdayatPeakPoint=5$275.60​=$55.12

STEP 5

STEP 6

Now, plug in the given values for Grand Mountain to calculate the cost per day.Cost per day at Grand Mountain=$174.753Cost\, per\, day\, at\, Grand\, Mountain = \frac{\$174.75}{3}CostperdayatGrandMountain=3$174.75​

STEP 7

Calculate the cost per day at Grand Mountain.Cost per day at Grand Mountain=$174.753=$58.25Cost\, per\, day\, at\, Grand\, Mountain = \frac{\$174.75}{3} = \$58.25CostperdayatGrandMountain=3$174.75​=$58.25

STEP 8

STEP 9

Since the cost per day is lower at Peak Point, it offers the better deal for snowboarding.Peak Point offers the better deal.

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

Find the better deal between 5-day pass at $275.60 or 3-day pass at$ 174.75 for snowboarding.

Assumptions
1. Peak Point sells a 5-day pack for $275.60.<br />2. Grand Mountain sells a 3-day pack for$ 174.75.
3. We are to determine which mountain offers a better deal based on the cost per day of skiing.

Now, plug in the given values for Peak Point to calculate the cost per day.
$Cost\, per\, day\, at\, Peak\, Point = \frac{\$275.60}{5}$

Calculate the cost per day at Peak Point.
$Cost\, per\, day\, at\, Peak\, Point = \frac{\$275.60}{5} = \$55.12$

Now, plug in the given values for Grand Mountain to calculate the cost per day.
$Cost\, per\, day\, at\, Grand\, Mountain = \frac{\$174.75}{3}$

Calculate the cost per day at Grand Mountain.
$Cost\, per\, day\, at\, Grand\, Mountain = \frac{\$174.75}{3} = \$58.25$

Since the cost per day is lower at Peak Point, it offers the better deal for snowboarding.
Peak Point offers the better deal.