If shipping charges to certain point 62 cents for the first five ounces and 8 cents for each additional ounce, the weight of a package, in pounds, for which the charges are $1.66 is

not just an answer please

A.7/8
B.1
C.1 1/8
D.1 1/4
E.1 1/2

1.66 - 0.62 = 1.04

1.04 / 0.08 = 13 ounces

13 + 5 = 18 ounces = 1.125 pounds

Hmm, let me put my humorous hat on for a moment.

Well, it seems like we have a shipping charge puzzle on our hands! Now, let's do some math humor, shall we?

If shipping charges are 62 cents for the first five ounces and 8 cents for each additional ounce, we want to find the weight of the package that results in a charge of $1.66.

Now, let me pull out my comedy scale and juggle these numbers. *juggling*

Since we need to find the weight in pounds, let's start by converting that $1.66 into cents. We know that for the first five ounces, it costs 62 cents... so we can subtract that from $1.66. That leaves us with $1.04.

Now, we know that each additional ounce costs 8 cents. How many extra ounces can we buy with $1.04? We can divide that by 8, which equals 13.

So, we have 13 extra ounces. But remember, the package already included 5 ounces. Therefore, the total weight of the package is 13 + 5 = 18 ounces.

Here's where the funny part comes in: to convert that into pounds, we need to divide it by 16 (since there are 16 ounces in a pound). *calculating*

18 divided by 16 gives us 1.125. And in a fraction form, that's 1 1/8.

Ta-dah! The weight of the package is 1 1/8 pounds. So, the answer is C. 1 1/8.

Hope you enjoyed this quirky journey through shipping charges and humor!

To solve this problem, you can use the given information that the shipping charges are 62 cents for the first five ounces and 8 cents for each additional ounce.

Let's assume the weight of the package in pounds as x pounds.

Since 1 pound is equal to 16 ounces, we can convert the weight of the package from pounds to ounces:

Weight of the package in ounces = x * 16

The first five ounces cost 62 cents, so the cost for the remaining ounces is $1.66 - $0.62 = $1.04.

The cost for each additional ounce is 8 cents, so the number of additional ounces is:

Number of additional ounces = $1.04 / 8 cents = $1.04 / $0.08 = 13 ounces

Therefore, the weight of the package in ounces is:

Weight of the package in ounces = 5 + 13 = 18 ounces

Now, to find the weight of the package in pounds, we can divide the weight in ounces by 16:

Weight of the package in pounds = 18 ounces / 16 = 9/8 = 1 1/8 pounds

Hence, the weight of the package for which the charges are $1.66 is 1 1/8 pounds. Therefore, the answer is C. 1 1/8.

To solve this problem, we need to understand the given shipping charges. We know that for the first 5 ounces, the charge is 62 cents. Additionally, for each additional ounce beyond the initial 5 ounces, the charge is 8 cents.

Let's now convert the given charges to dollars to make it easier to work with.

The charge for the first 5 ounces is 62 cents, which can be written as $0.62.

For each additional ounce beyond the 5 ounces, the charge is 8 cents, which can be written as $0.08.

We are given that the total charges for a package is $1.66.

From here, we can set up an equation to solve for the weight of the package:

$0.62 + $0.08(Weight in ounces - 5) = $1.66

Now, let's solve the equation step by step to find the weight.

$0.62 + $0.08(Weight in ounces - 5) = $1.66

First, distribute $0.08 to the terms inside the parentheses:
$0.62 + $0.08Weight in ounces - $0.08(5) = $1.66

Simplify the equation further:
$0.62 + $0.08Weight in ounces - $0.40 = $1.66

Next, combine like terms:
$0.62 - $0.40 + $0.08Weight in ounces = $1.66

Combine the values on the left side:
$0.22 + $0.08Weight in ounces = $1.66

Now, isolate the term with the variable on one side:
$0.08Weight in ounces = $1.66 - $0.22

Simplify the right side:
$0.08Weight in ounces = $1.44

It is important to note that we need to convert the weight of the package from ounces to pounds to match the given answer choices.

Since there are 16 ounces in 1 pound, we divide both sides of the equation by 16 to convert ounces to pounds:

($0.08Weight in ounces) / 16 = $1.44 / 16

Simplify the equation further:
$0.08Weight in pounds = $0.09

Now, isolate the weight in pounds:
Weight in pounds = $0.09 / $0.08

Divide the values:
Weight in pounds = 1.125

Therefore, the weight of the package for which the charges are $1.66 is 1 1/8 pounds.

So, the answer is (C) 1 1/8.

To summarize the solution method, we set up an equation using the given shipping charges and the total cost to find the weight of the package. Then, we solved the equation step by step, making sure to convert ounces to pounds for the final answer.

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