It's weight would be: x*150 / 100
Where, x= weight of nickel
A nickel weighs 5 grams. As a dime is said to weigh 50% as much as a nickel, we calculate 50% of 5 to find the weight of the dime, which gives us 2.5 grams.
The subject of this question is in the context of Mathematics, more specifically proportional relationships. The weight of a nickel is 5 grams. As mentioned, a dime weighs 50% less than a nickel. So to find the weight of the dime, we calculate 50% of 5 grams.
First, to find 50%, we need to divide by 100 and then multiply by 50. That is: (5 / 100) * 50 = 2.5 .
So, a dime weighs 2.5 grams. Always remember, weight measurements can have slight variations depending upon measurement techniques and tools used. For instance, if you place a coin on a standard electronic balance, you may obtain a weight of 2.5 g with a nominal uncertainty in the measurement of ± 0.01 gram. However, in a general sense for our calculation with given data, the weight of a dime is indeed 2.5 grams.
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Step-by-step explanation:
Going from V to M :
x goes from 13 to 7 or a change of -6 go -6 more to reach U, x = 1
y goes from 8 to 12 or a change of + 4 go +4 more to reach U, y = 16
U = (1,16)
B. $2,072.73.
C. $2,027.27.
D. $2,073.72.
The amount each heir will receive after the inheritance is divided is given by A = $ 2072.73
Given data ,
Let the total amount of inheritance be represented as I
where the value of I = $ 45,600.00
Now , the total number of heirs = 22 heirs
So , the amount of inheritance each heir will receive is A
where A = total amount of inheritance / total number of heirs
On simplifying the equation , we get
A = $ 45,600.00 / 2
A = $ 2072.73
Hence , the inheritance shared is A = $ 2072.73
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The correct answer is Store A: Sale of 10% off and a successive discount of 10% off.
Further explanation:
Discount is the reduction of amount in the cost price of any item.
The following formula for discount can be used when the rate of discount and the cost price is given.
The following formula for selling price can be used when the discount and the cost priceis given.
Given:
The price of an item is .
Calculation:
Store A is allowing 10% off and then allowing a successive discount of 10%.
The first discount of an item by the use of the formula can be calculated as,
Now, the selling price after allowing the first discount is,
The successive discount on the item can be calculated as,
Now, the selling price after allowing second discount is,
Therefore, the amount we have to pay to Store A is .
Store B is giving 15% off with no additional discount.
The discount of an item by the use of the formula can be calculated as,
Now, the selling price after allowing discount can be calculated as,
Therefore, the amount we have to pay to Store B is .
Store C is giving $35 off and then allowing a successive discount of 10%.
Now, the selling price after allowing first discount can be calculated as,
The successive discount on the item can be calculated as,
Now, the selling price after deducting second discount can be calculated as,
Therefore, the amount we have to pay to Store C is .
It can be clearly seen that if we buy an item which is priced at $360 from Store A then we have to pay least amount of $291.6.
Learn more:
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Answer details:
Grade: Middle school
Subject: Mathematics
Chapter: Profit and Loss
Keywords: Percentage , profit , loss, discount, cost price, selling price, marked price, rate of discount, amount, succesive discount, reduction, maximum, price .
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