Stupendous! While you could continue to indent and add sub-lists indefinitely, it's usually a good idea to stop after three levels; otherwise, your text becomes a mess.
There's one more trick to lists and indentation that we'll explore, and that deals with the case of paragraphs. Suppose you want to create a bullet list that requires some additional context (but not another list). For example, it might look like this:
Crack three eggs over a bowl.
Now, you're going to want to crack the eggs in such a way that you don't make a mess.
If you do make a mess, use a towel to clean it up!
Pour a gallon of milk into the bowl.
Basically, take the same guidance as above: don't be messy, but if you are, clean it up!
Rub the salmon vigorously with butter.
By 'vigorous,' we mean a strictly vertical motion. Julia Child once quipped:
Up and down and all around, that's how butter on salmon goes.
Drop the salmon into the egg-milk bowl.
Here are some techniques on salmon-dropping:
- Make sure no trout or children are present
- Use both hands
- Always have a towel nearby in case of messes
Markdown Cheat Sheet. Markdown is a wonderfully simple approach to creating web pages, written by John Gruber of Daring Fireball.You get on with the business of writing (without any fancy code) and Markdown takes care of producing clean, web standards compliant HTML. Easy markdown allows to write the text on the left and instantly press a button to get the correspondent html code At any time you can copy with a single command the markdown code, the html code and also the web page copied in RTF. The copied content will be ready to be used in any other app.
To create this sort of text, your paragraph must start on a line all by itself underneath the bullet point, and it must be indented by at least one space. For example, the list above looks like this in Markdown:
Notice that the first two items have a single space. This looks a bit odd, so you might want to indent properly to match the characters up (like items three and four). In these paragraphs, you can include all sorts of other Markdown elements, like blockquotes, or even other lists!
In the box below, convert the bullet points into their own paragraphs.
Easy Markdown 1 5 Minutes
Problem 1 :
A golf store pays its wholesaler $40 for a certain club, and then sells it to a golfer for $75. What is the markup rate?
Problem 2 :
A product is originally priced at $55 is marked 25% off. What is the sale price?
Problem 3 :
A product is marked down 15%; the sale price is $127.46. What was the original price?
Problem 4 :
A sells to B an item at 15% profit. B sells the same item to C at 20% profit. If C pays $1656 for it. What is the price at which A bought the item?
Problem 5 :
If good are purchased for $ 1500 and one fifth of them sold at a loss of 15%. Then at what mark up rate should the rest be sold to obtain a overall mark up rate of 15%?
Problem 6 :
By selling 20 articles, a trader gained the selling price of 5 articles. How to format mac os extended journaled on windows. Find the mark up rate.
Problem 7 :
A person wants to get 20% mark up rate after selling his object at 20% discount. Find the required percentage increase in marked price.
Problem 8 :
The selling price of 10 articles is the cost price of 15 articles. Find profit or loss percentage.
Problem 9 :
On selling 20 units of an item, the profit is equal to cost price of 5 units. Find the mark mark up rate.
Problem 10 :
Difference between the cost price of two products is $10. Difference between the selling price is $20. If one is sold at 20% profit and other one is sold at 20% loss, find the cost price of each product.
Detailed Answer Key
Problem 1 :
A golf store pays its wholesaler $40 for a certain club, and then sells it to a golfer for $75. What is the markup rate?
Solution :
Cost price (C.P) = $40
Selling price (S.P) = $75
Mark up value = 75 - 40 = $35
Mark up rate = (35 / 40) ⋅ 100% = 87.5%
So, the mark up rate is 87.5 %
Problem 2 :
A product is originally priced at $55 is marked 25% off. What is the sale price?
Solution :
Selling price (S.P) = (100 - m)% ⋅ L.P -----(1)
Here,
L.P = $55, m = 25
Substitute 55 for L.P and 25 for m in (1).
(1)-----> S.P = (100 - 25)% ⋅ 55
S.P = 75% ⋅ 55
S.P = 0.75 ⋅ 55
S.P = 41.25
So, the selling price is $ 41.25.
Problem 3 :
A product is marked down 15%; the sale price is $127.46. What was the original price?
Solution :
Selling price (S.P) = (100 - m)% ⋅ Original price -----(1)
Here,
S.P = 127.46, m = 15
Substitute 127.46 for S.P and 15 for m in (1).
127.46 = (100 - 15)% ⋅ Original price
127.46 = 85% ⋅ Original price
127.46 = 0.85 ⋅ Original price
127.46 / 0.85 = Original price
149.95 = Original price
So, the original price is $ 149.95.
Problem 4 :
A sells to B an item at 15% profit. B sells the same item to C at 20% profit. Download mac os x mountain lion iso. If C pays $1656 for it. What is the price at which A bought the item?
Solution :
Let x be the cost price of A.
Then, we have
Cost price of B = 1.15x
Cost price of C = 1.2(1.15x)
Cost price of C = 1.38x
Given : The cost of C is $1656.
1.38x = 1656
Divide each side by 1.38
x = 1200
So, the price at which A bought the item is $1200.
Problem 5 :
If good are purchased for $ 1500 and one fifth of them sold at a loss of 15%. Then at what mark up rate should the rest be sold to obtain a overall mark up rate of 15%?
Solution :
As per the question, we need 15% mark up rate on $1500.
Selling price for 15% on 1500 :
S.P = 115% ⋅ 1500
S.P = 1.15 ⋅ 1500
S.P = 1725
When all the good sold, we must have received $1725 for 15% mark up rate.
When we look at the above picture, in order to reach 15% mark up rate overall, the rest of the goods ($1200) has to be sold for $1470.
That is,
C.P = $1200
S.P = $1470
Profit = $270
Mark up rate = (270 / 1200) ⋅ 100%
Mark up rate = 22.5%
So, the rest of the goods to be sold at the mark up rate of 22.5% in order to have the mark up rate of 15% overall.
Problem 6 :
By selling 20 articles, a trader gained the selling price of 5 articles. Find the mark up rate.
Solution :
Let x be the S.P of 5 articles.
Given : Profit of 20 articles is S.P of 5 articles
Then, profit of 20 articles is x.
S.P of 20 articles = 4(S.P of 5 articles) The klub 17.
S.P of 20 articles = 4x
C.P of 20 art. = S.P of 20 art. - Profit of 20 art.
C.P of 20 articles = 4x - x
C.P of 20 articles = 3x
Mark up rate = (x / 3x) ⋅ 100%
Drawoutx 2 0 100000. Mark up rate = (1/3) ⋅ 100%
Mark up rate = 33.33%
Problem 7 :
A person wants to get 20% mark up rate after selling his object at 20% discount. Find the required percentage increase in marked price.
Solution :
Let the cost price be $100.
Then, the selling price is $120.
Let x be the marked price.
From the above picture, we get
80% of (M.P) = S.P
(0.8)x = 120
x = 150
Therefore, the marked price is $150.
Cost price = $100
Marked Price = $150
So, the required percentage increase is 50%.
Problem 8 :
The selling price of 10 articles is the cost price of 15 articles. Find profit or loss percentage.
Solution :
Let the cost price of one article be $1 -----(1)
Given : The selling price of 10 articles is the cost price of 15 articles.
Then, we have
S.P of 10 articles = 15 ⋅ 1 = $15
S.P of one article = 15 / 10 = $1.5 -----(2)
From (1) and (2), the selling price is more than the cost price.
That is, S.P > C.P
So, there is profit.
Profit = (2) - (1)
Profit = 1.5 - 1
Profit = 0.5
Profit percentage = (0.5 / 1) ⋅ 100 = 50%
So, the profit percentage = 50%.
Problem 9 :
On selling 20 units of an item, the profit is equal to cost price of 5 units. Find the mark mark up rate.
Solution :
Let m be the cost price of one unit.
Then, we have
Cost price of 5 units = 5m
Cost price of 20 units = 20m
Given : On selling 20 units of an item, the profit is equal to cost price of 5 units.
Then, we have
Profit on selling 20 units = C.P of 5 units = 5m
Mark up rate = (profit / cost) ⋅ 100%
Mark up rate = (5m / 20m) ⋅ 100%
Mark up rate = (1 / 4) ⋅ 100%
Mark up rate = 25%
Problem 10 :
Difference between the cost price of two products is $10. Difference between the selling price is $20. If one is sold at 20% profit and other one is sold at 20% loss, find the cost price of each product.
Solution :
Let x and y be the cost prices of two products.
Then, we have
Xylio future dj pro 1 3 0 download free. x - y = 10 -----(1)
Let us assume that x is sold at 20% profit.
Then, the selling price of x is
= 120% ⋅ x
= 1.2x
Easy Markdown 1 5 Percent
Let us assume that y is sold at 20% loss.
Then, the selling price of y is
= 80% ⋅ y
= 0.8y
Given : Difference between the selling price is $20
1.2x - 0.8y = 20 Wondershare mobiletrans 6 5 1 download free.
Multiply each side by 10.
12x - 8y = 200
Divide each side by 4.
3x - 2y = 50 -----(2)
Solving (1) and (2), we get
x = 30
y = 20
So, the cost prices of the two products are $30 and $20.
Apart from the stuff given above, if you need any other stuff in math, please use our google custom search here.
If you have any feedback about our math content, please mail us :
v4formath@gmail.com
We always appreciate your feedback.
You can also visit the following web pages on different stuff in math.
ALGEBRA Negative exponents rules COMPETITIVE EXAMS APTITUDE TESTS ONLINE ACT MATH ONLINE TEST TRANSFORMATIONS OF FUNCTIONS ORDER OF OPERATIONS WORKSHEETS | TRIGONOMETRY Trigonometric identities MENSURATION GEOMETRY ANALYTICAL GEOMETRY CALCULATORS Analytical geometry calculators MATH FOR KIDS LIFE MATHEMATICS SYMMETRY CONVERSIONS |
WORD PROBLEMS
HCF and LCM word problems
Word problems on simple equations
Word problems on linear equations
Trigonometry word problems
Word problems on mixed fractrions
OTHER TOPICS
Ratio and proportion shortcuts
Problem 8 :
The selling price of 10 articles is the cost price of 15 articles. Find profit or loss percentage.
Problem 9 :
On selling 20 units of an item, the profit is equal to cost price of 5 units. Find the mark mark up rate.
Problem 10 :
Difference between the cost price of two products is $10. Difference between the selling price is $20. If one is sold at 20% profit and other one is sold at 20% loss, find the cost price of each product.
Detailed Answer Key
Problem 1 :
A golf store pays its wholesaler $40 for a certain club, and then sells it to a golfer for $75. What is the markup rate?
Solution :
Cost price (C.P) = $40
Selling price (S.P) = $75
Mark up value = 75 - 40 = $35
Mark up rate = (35 / 40) ⋅ 100% = 87.5%
So, the mark up rate is 87.5 %
Problem 2 :
A product is originally priced at $55 is marked 25% off. What is the sale price?
Solution :
Selling price (S.P) = (100 - m)% ⋅ L.P -----(1)
Here,
L.P = $55, m = 25
Substitute 55 for L.P and 25 for m in (1).
(1)-----> S.P = (100 - 25)% ⋅ 55
S.P = 75% ⋅ 55
S.P = 0.75 ⋅ 55
S.P = 41.25
So, the selling price is $ 41.25.
Problem 3 :
A product is marked down 15%; the sale price is $127.46. What was the original price?
Solution :
Selling price (S.P) = (100 - m)% ⋅ Original price -----(1)
Here,
S.P = 127.46, m = 15
Substitute 127.46 for S.P and 15 for m in (1).
127.46 = (100 - 15)% ⋅ Original price
127.46 = 85% ⋅ Original price
127.46 = 0.85 ⋅ Original price
127.46 / 0.85 = Original price
149.95 = Original price
So, the original price is $ 149.95.
Problem 4 :
A sells to B an item at 15% profit. B sells the same item to C at 20% profit. Download mac os x mountain lion iso. If C pays $1656 for it. What is the price at which A bought the item?
Solution :
Let x be the cost price of A.
Then, we have
Cost price of B = 1.15x
Cost price of C = 1.2(1.15x)
Cost price of C = 1.38x
Given : The cost of C is $1656.
1.38x = 1656
Divide each side by 1.38
x = 1200
So, the price at which A bought the item is $1200.
Problem 5 :
If good are purchased for $ 1500 and one fifth of them sold at a loss of 15%. Then at what mark up rate should the rest be sold to obtain a overall mark up rate of 15%?
Solution :
As per the question, we need 15% mark up rate on $1500.
Selling price for 15% on 1500 :
S.P = 115% ⋅ 1500
S.P = 1.15 ⋅ 1500
S.P = 1725
When all the good sold, we must have received $1725 for 15% mark up rate.
When we look at the above picture, in order to reach 15% mark up rate overall, the rest of the goods ($1200) has to be sold for $1470.
That is,
C.P = $1200
S.P = $1470
Profit = $270
Mark up rate = (270 / 1200) ⋅ 100%
Mark up rate = 22.5%
So, the rest of the goods to be sold at the mark up rate of 22.5% in order to have the mark up rate of 15% overall.
Problem 6 :
By selling 20 articles, a trader gained the selling price of 5 articles. Find the mark up rate.
Solution :
Let x be the S.P of 5 articles.
Given : Profit of 20 articles is S.P of 5 articles
Then, profit of 20 articles is x.
S.P of 20 articles = 4(S.P of 5 articles) The klub 17.
S.P of 20 articles = 4x
C.P of 20 art. = S.P of 20 art. - Profit of 20 art.
C.P of 20 articles = 4x - x
C.P of 20 articles = 3x
Mark up rate = (x / 3x) ⋅ 100%
Drawoutx 2 0 100000. Mark up rate = (1/3) ⋅ 100%
Mark up rate = 33.33%
Problem 7 :
A person wants to get 20% mark up rate after selling his object at 20% discount. Find the required percentage increase in marked price.
Solution :
Let the cost price be $100.
Then, the selling price is $120.
Let x be the marked price.
From the above picture, we get
80% of (M.P) = S.P
(0.8)x = 120
x = 150
Therefore, the marked price is $150.
Cost price = $100
Marked Price = $150
So, the required percentage increase is 50%.
Problem 8 :
The selling price of 10 articles is the cost price of 15 articles. Find profit or loss percentage.
Solution :
Let the cost price of one article be $1 -----(1)
Given : The selling price of 10 articles is the cost price of 15 articles.
Then, we have
S.P of 10 articles = 15 ⋅ 1 = $15
S.P of one article = 15 / 10 = $1.5 -----(2)
From (1) and (2), the selling price is more than the cost price.
That is, S.P > C.P
So, there is profit.
Profit = (2) - (1)
Profit = 1.5 - 1
Profit = 0.5
Profit percentage = (0.5 / 1) ⋅ 100 = 50%
So, the profit percentage = 50%.
Problem 9 :
On selling 20 units of an item, the profit is equal to cost price of 5 units. Find the mark mark up rate.
Solution :
Let m be the cost price of one unit.
Then, we have
Cost price of 5 units = 5m
Cost price of 20 units = 20m
Given : On selling 20 units of an item, the profit is equal to cost price of 5 units.
Then, we have
Profit on selling 20 units = C.P of 5 units = 5m
Mark up rate = (profit / cost) ⋅ 100%
Mark up rate = (5m / 20m) ⋅ 100%
Mark up rate = (1 / 4) ⋅ 100%
Mark up rate = 25%
Problem 10 :
Difference between the cost price of two products is $10. Difference between the selling price is $20. If one is sold at 20% profit and other one is sold at 20% loss, find the cost price of each product.
Solution :
Let x and y be the cost prices of two products.
Then, we have
Xylio future dj pro 1 3 0 download free. x - y = 10 -----(1)
Let us assume that x is sold at 20% profit.
Then, the selling price of x is
= 120% ⋅ x
= 1.2x
Easy Markdown 1 5 Percent
Let us assume that y is sold at 20% loss.
Then, the selling price of y is
= 80% ⋅ y
= 0.8y
Given : Difference between the selling price is $20
1.2x - 0.8y = 20 Wondershare mobiletrans 6 5 1 download free.
Multiply each side by 10.
12x - 8y = 200
Divide each side by 4.
3x - 2y = 50 -----(2)
Solving (1) and (2), we get
x = 30
y = 20
So, the cost prices of the two products are $30 and $20.
Apart from the stuff given above, if you need any other stuff in math, please use our google custom search here.
If you have any feedback about our math content, please mail us :
v4formath@gmail.com
We always appreciate your feedback.
You can also visit the following web pages on different stuff in math.
ALGEBRA Negative exponents rules COMPETITIVE EXAMS APTITUDE TESTS ONLINE ACT MATH ONLINE TEST TRANSFORMATIONS OF FUNCTIONS ORDER OF OPERATIONS WORKSHEETS | TRIGONOMETRY Trigonometric identities MENSURATION GEOMETRY ANALYTICAL GEOMETRY CALCULATORS Analytical geometry calculators MATH FOR KIDS LIFE MATHEMATICS SYMMETRY CONVERSIONS |
WORD PROBLEMS
HCF and LCM word problems
Word problems on simple equations
Word problems on linear equations
Trigonometry word problems
Word problems on mixed fractrions
OTHER TOPICS
Ratio and proportion shortcuts
Easy Markdown 1 5 0
Converting repeating decimals in to fractions
Easy Markdown 1 5th
SBI! Totalspaces 2 6 22 download free.