Mussie Final Percent Post

1. The front wheel of a tricycle is 155% as large as its rear wheels. Use hundred grids to show how the front wheel compares to the rear wheels.

2. The cost for a downloaded game was $10.99. Added to this cost was a 10% before tax processing fee, 5%GST and 7%PST. What is the total cost of the game?

3. The number of caribou in a particular herd was monitored over a two-year period. The first year, the size of the herd was estimated at 30 000. The second year, the herd was estimated to be 90% of its original size. What was the approximate size of the herd in the second year?

4. What is a better deal:
a) 60% off a pair of shoes
b) 20% off a pair of shoes then a 40% reduction of the discounted price.
Use an example to show that your thinking.

Christian's Final Percent Post

1. The front wheel of a tricycle is 155% as large as its rear wheels. Use hundred grids to show how the front wheel compares to the rear wheels.

2. The cost of a downloaded game is 10.99. Added to this cost was a 10% before tax processing fee, 5%GST and 7%PST. What is the total cost of the game?

3. The number of caribou in a particular herd was monitored over a two-year period. The first year, the size of the herd was estimated at 30 000. The second year, the heard was estimated to be to be 90% of its original size. What was the approximate size of the herd in the second year?

4. What is a better deal:
a) 60% off a pair of shoes
b) 20% off a pair of shoes then a 40% reduction off the discounted price.
Use an example to show your thinking.

*The questions in the video aren't in order to the blog. Sorry.

Final Percent Post

To Finish of percents we were required to do a percent video to these following questions:

1. The front wheel of a tricycle is 155% as large as its rear wheels. Use hundred grids to show how the front wheel compares to the rear wheels.

2. The cost for a downloaded game was $10.99. Added to this cost was a 10% before tax processing fee, 5%GST and 7%PST. What is the total cost of the game?

3. The number of caribou in a particular herd was monitored over a two-year period. The first year, the size of the herd was estimated at 30 000. The second year, the herd was estimated to be 90% of its original size. What was the approximate size of the herd in the second year?

4. What is a better deal:
a) 60% off a pair of shoes
b) 20% off a pair of shoes then a 40% reduction of the discounted price.
Use an example to show that your thinking.

The video and answers are as follows:

Final Percent Post

Percents
This chapter, we learned about percent. Percent means out of 100. Percents can be converted into fractions and/or decimals.
Example: 75% - 75/100 or 0.75

Representing Percents
Percents can be represented on a hundred grid.
Example: 55%

Fractions, Decimals and Percents
Percents can be represented as a fraction or a decimal. Example: 50% ; 50/100 ; 0.5

Percent of a number
You can find percent of numbers by using mental math strategies. They are halving, doubling, a dividing by 10. Example: 50% of 1000 is 500

Combining Percents
Combine percents by adding to solve the problems. Example: 5% + 7% = 12%

Here is my percent video.

Final Percent Post

What is a Percent??

• A percent is a number out of one hundred.

4.1 Representing Percents

• To represent a percent you can use a hundred grid
• If all of the squares are coloured in then that is 100%
• To represent a fractional percent in between 0 and 1% you colour in part of one little square

4.2 Fractions, Decimals, and Percents

• Fractions decimals and percents can be used to represent numbers
• Percents can be shown as a......
• Fractions or a
• Decimals
• (example) 250% = 250 /100

4.3 Percent of a Number

• You can use mental math stratagies such as doubling, halving, doubling or dividing by ten to find the percent of some numbers.

4.4 Combining Percents

• To solve problems like this you can do that by adding
• a good example is 5% + 7% = 12%
• Percents can be used to determine the amounts that result from consecutive percents increasing or decreasing

Here is a website about percents.

Here is the video I created.

Hope it helps! (:

Final Percent Post

1. Percent - means out of 100 and it can be shown as decimals and fractions.

For example 80% can be 0.8 and 8/10.

Representing Percents;

You can represent a percent by using a grid.

For example 20% can be shown like this.

Percents can also be shown as decimals and percents. For example 50% can be 0.5 or 1/2.

Percent of a Number
You can use mental math strategies like halving, doubling, and dividing by 10 to find a percent of a number. You can also write the percent as a decimal then multiply it by the number.
For example,
12 1/2 % of 50 = 0.125 x 50 12 1/2% = 12.5%
= 6.25 = 0.125

Combining Percent

You can combine Percents to solve a problem.

For example if your buying a bike for $100 and the tax is 5% PST and 7% GST = 12%.

You can find the answer buy finding 1% of $100 then multiply by 12 to find how much the tax would be with the original price. So 100 divided by 100 = 1 then multiply by 12 and you will find the tax which is $12. All together you are paying $112 for the bike.

2. Will upload later on having some problems with it.

3. I didn't have a percent scribe post.

4. A link to a website about percents.

http://www.aaaknow.com/pct.htm

Final Percent Post

Percent:


Means it's out of a hundred or another name for hundredths, it can also be represent as a decimal or as a fraction.


Ex. 50% means 50 out of 100 or 50/100 or 0.65


Representing Percent


A percent can be represented on a hundred grid.
ex. 20%


































Decimals, Fractions, and Percents

Percents can be written as a decimal or a fraction.

ex. 1/2=50% 25%=0.25



Percent of a Number

You can use mental math strategies such as doubling, halving, and dividing by ten to find the percent of some numbers.

ex. 12 1/2 of 50%= 0.125x 50= 6.25



Combining Percents

Percents can be combined by adding to solve problems.
ex. 3%+5%=7%



You can add the combined percent amount to the original number to find the increase in a number.

ex. 10% of 100= 0.10 x 100=10 100+10= 110



You can multiply the original number by a single percent greater than 100.

ex. 110% of 100 = 1.10x 100 = 110



Percents of percents can be used to determine amounts that result from consecutive percent increases or decreases.








Here's my percent video :D


Click here to go to a site that will hopefully help you understand more about percents.

Final Percent Post

Percent means out of one hundred. It's also known as hundredths. It can be represented by decimals and fractions.
Representing Percents
You can represent percents by showing it on a hundred grid.

Fractions, Decimals, Percents

Percents can be written as decimals, and fractions.

Percent of a Number

To find a percent of a number, you can use mental math strategies such as, halving, doubling, and dividing by 10. Another way is to write the percent as a decimal and multiply it by the number.

I didn't have a scribe post for percents.
Here is a link to a website about percents.
This is another link to a percent website.

Final Percent Post

Percent means out of 100. percents can be written as a decimal and a fraction. You can use percents to find amounts of a lot of things in real life.

4.1Representing percents

You can represent a percent using a hundred grid
example:1 grid = 100% This grid shows 50%












This can also be written as a fraction and a decimal.

Example:50%=o.5=1/50 4.2 Fractions decimals and percents.

4.2 Fractions,decimals and percents

Fractions and Decimals can be also written as a Percent.

Example. 50% = 1/2, 0.5

4.3 Percent of a number

Using mental math to find the percent of a number.
Example:Multiplying, doubling, or dividing.

You can also find the percent of the number by converting the percent to a decimal and multiplying the number.

4.4 Combining Percents

You can combine percents by adding to solve some problems.

Example: 8%+7%=15%

This is my video post for percents.

Final Percent

Percents 1. This chapter, we learned about percent. Percent means out of 100. Percents can be converted into fractions and/or decimals.
Example: 35, 35/100 , 0.35

What is a percent ?
A percent is a number out of one hundred.

4.1 representing percent?
Fractions , decimals , and can be written as a percent.
EX 50%, 1/2 , 0.5.

4.3 Percent of a number?
Use mental math to find a percent of a number.
EX multiplying, dividing , doubling.
You can also find the percent of the number by converting the percent to a decimal and multiplying the number.

4.4 Combing percents
you can combine percent to solve some problems.
examples 8% + 8% = 16%.

Final Percent Post

Percents
In this chapter we did percents, Percents are out of 100. We also learned how to convert percents to decimals and fraction. We can also write it as a one hundred grid to show answer.
Example: 55% - 55/100 and 0.55.

Repercents Percents

You could use a 100 grid to get a anwser.

Example: 35%

Fraction, Decimals, Percents

Percents can be shown as a Decimals and Fractions.

Example: 25% - 25/100 - 0.25

Percents of a number

You can use mental math like halving, dividing by 10 and doubling the number.

Example: 50% of $80 is $40

Combining Percents

if you combine percents by adding to solve a problem

Example: 6% + 8% = 14%

THIS IS MY VIDEO

Final Percent Post

Percents
1. This chapter, we learned about percent. Percent means out of 100. Percents can be converted into fractions and/or decimals.
Example: 45% - 45/100 or 0.45


Representing Percents
> Percents can be represented by using hundred grids. Example: 50% or 1/2



Fractions, Decimals, Percents
> Percents can be represented as a fraction or a decimal. Example: 50% ; 50/100 ; 0.5

Percent of a Number
> You can find percent of numbers by using mental math strategies. They are halving, doubling, a dividing by 10. Example: 50% of 1000 is 500
> Or you can convert the percent to a decimal and then multiplying it by the number.

Combining Percents
> Combine percents by adding to solve the problems. Example: 5% + 7% =12%

My Percent Video


Here, you can learn more about percents.

Final Percent Post

A percent is a fraction out of one hundred. It can be represented by a hundred grid and written as fractions and decimals. You can use percents to find part of an amount of money, to be used for taxes or discounts.

This chapter was about percents and how to use them in real life to solve many of the problems in ... well, real life.

You can represent percents using a hundred grid - 4.1

1 grid = 100%

This grid shows 50%

Percents can also be written as fractions and decimals - 4.2

50% = 1/2 = 0.5

To calculate the percent of a number, write the percent as a decimal and multiply it by the number - 4.3

50% of 100 = 0.5 x 100
50% of 100 = 50

To calculate the increase in a number - 4.4

• You can add the combined percent amount to the number original number-

12% of 100 = 0.12 x 100 = 12

100 + 12 = 112

• You can multiply the original number by a single percent greater than 100-

112% of 100 = 1.12 x 100

112% of 100 = 112

Here is my video:

Here is my link to a website that helps you with percents.

Final Percent Post

1) This chapter was about decimals, percents, and fractions. We learned how to show percents in different ways. We also learned about GST and PST.

4.1 Representing Percents

You can represent percents using hundred grids

eg. 50%

4.2 Fractions, Decimals, and Percents

Fractions and Decimals can be also written as a Percent.

eg. 50% = 1/2, 0.5

4.3 Percent of a number

Using mental math strategies you can find the percent of a number.

eg. halving, doubling, or dividing by 10

You can also find the percent of the number by converting the percent to a decimal and multiplying the number.

4.4 Combining Percents

You can combine percents by adding to solve some problems.

eg. 5% + 7% = 12%

2) Here is the video I made for percents.

3) Here is a link to a Percent Scribe Post

4) Here is a link about Percents

Final Percent Post

1.) This Chapter was about percents, fractions, and decimals. We learned a lot of new things about percents like using decimals and hundred girds to find percents. Percent means out of 100.

Representing Percents

You can represent percents by using a hundred grid.
EX.



Fractions, Decimals, and Percents

Percents can be written in Fraction and Decimals.
EX. 50%, 50/100, 0.5


Percent of a Number

You can use mental math strategies such as halving, doubling. and dividing by 10 to find percents of a number.

You can also find the percent of a number by converting the percent to a decimal and multiplying it by the number.
EX. 50% of 100
50 divided by 100 = 0.5
0.5 x 100 = 50

Combining Percents

Percents can be combined by adding to solve some problems.
EX. 5%+6%= 11%.

2.)



3.) This is a link to my Percent Scribe Post

4.) This is a link about Percents

Final Percent Post

1) Percents are out of 100. It is also another name for hundredths. Percents can be represented in fractions, decimals, and grids. In this unit we learned how to convert percents into decimals and fractions. We learned how to combine percents, and how to find a certain percent of a number.

4.1 Representing Percents

You can represent percents using hundred grids.

eg. 50%

4.2 Fractions, Decimals, and Percents

You can convert fractions and decimals into percents.

eg. 50%

4.3 Percent of a number

You can find the percent of a number by using mental math strategies.

ex. halving, doubling or dividing by 10

You can also find the percent of a number by converting the percent to a decimal and multiplying it by the number.

ex. 10% of 100

10 divided by 100= 0.1

0.1 x 100 = 10

4.4 Combining Percents

You can combine percents by adding to solve problems.

ex. 5% + 7% = 12%

2) Here is the video I made on percents

3) Here is a link to my percent scribe post ---->*click here*

4) Here is a link that explains more about percents. ---->*click here*

Final Percent Post

Percents

A percent is a fraction out of 100. It can be represented by a hundred grid and written as fractions and decimals.

4.1 Representing Percents

Percents can be represented by using hundred grids. Example: 50% or 1/2.

4.2 Fractions, Decimals, Percents

Percents can be represented as fractions and decimals. Example: 50%; 50/100; 0.5

4.3 Percent of a Number

You could find the percents of numbers by using mental math stradegies. they are halving, doubling, and dividing by 10. Example: 50% of 1000 is 500. Or you can convert the percent to a decimal and then multiplying by the number.

4.4 Combining Percents

Combining percents by adding to solve the problem. Example: 6% + 4% = 10%

Heres my video:

Here is a link to help you.

Final Percent Post

1. Percent means a number out of a hundred. It can be represented as a fraction and decimal.
Ex. 50%, 0.5, 50/100f
Representing Percents
-percents can be represented in a hundred grid
20%






Fractions, Decimals, Percents
Percents can be showed as fractions and decimals.
Ex. 50%=1/2 0.5=50%

Percent of a Number
You can use mental math strategies like doubling, halving, dividing by 10 to find the percent of number. Ex. 12 1/2 % of 50 = 0.125 x 50 12 1/2% = 12.5% = 6.25 = 0.125

Combining Percent
.You can combine the percents by adding them together to help you solve a problem.
..Ex. 5%+7%=12%
To find the increase in number you can add the combined percent to the original number.
Ex. 12% of 100 0.12 x 100 = 12 12+100=112

2.
At the end it's suppose to be 48$.

3.Here is my percent scribe post.

4. Here is a link to help you learn more about percent

Final Percent Post

1) This chapter was about decimals, fractions, and percents. We learned how to represent percents in many ways. Such as hundred grids, fractions, and even decimals. After that, it got harder and we learned how to add taxes. Like GST and PST.

What is a percent?

Percent is a number out of 100. It is also known as hundredths.

Representing Percents.

You can represent percents by showing it on hundred grids.

Ex:

Fractions, Decimals and Percents

Percents can be written as fractions and as decimals.

Ex:

50% = 50/100 = 0.5

Combining Percent

Percents can be combined by adding to solve problems.

eg. 3 DVD's for 19.99 each. Find the total cost of the DVD's including 5% GST and 6% PST.

Here is a link to a percent post.

Here is a link to a percent website.

Final Percent Post

This chapter is about percents, fractions, and decimals.
Percent means: out of 100. Another name for percent is hundredths.

Representing Percents:
You can represent a percent using a hundred grid.
One fully colored grid shows 100%
For example is 20 squares are colored it represents 20%












Fractions, Decimals, and Percents:
Percents can be represented as a fraction or a decimal.
For example:








Percent of a number:
You can use mental math strategies like halving, doubling, and dividing by 10.
For example: 50% of 200 is 100.

Combining Percents:
You can combine percents by adding them together to solve a problem.
For example: The cost of a shirt is 7.99. What is the total cost of the shirt including 5% GST and 7% PST.
5%+7%=12%
100%(the cost of the shirt) +12%= 112%
112% as a decimal is 1.12
7.99 x 1.12 = 8.9488
= $8.95.

2)



Here is a link to my percent post.
Here is a link to a website about percents.