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Use at least three sentences to describe a concept or word that you learned in your math class this week. You also may use the three sentences to describe something you do not understand.
Friday, October 28, 2016
GP 2 Week 4 (Due 12/2)
What is an inequality? Give and example of one and describe when an inequality would be needed.
Use at least three sentences to describe a concept or word that you learned in your math class this week. You also may use the three sentences to describe something you do not understand.
Use at least three sentences to describe a concept or word that you learned in your math class this week. You also may use the three sentences to describe something you do not understand.
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An inequality is a statement that compares two expressions. Some inequalities contain a variable like y z - 3. So the solution of an inequality like this is any value of the variable that makes the inequality equivalent
ReplyDeletey z - 3
Ms.England per.5
An inequality is a relation between 2 expressions that aren't equal. An inequality can be used if you need to find the answer to a problem. It can have variables or no variables.
ReplyDelete3x - 7 < 20
Mr. Jackson
Period 1
Inequalities is the relationship between 2 expressions that are not equal. An inequality is needed when two numbers are not equal. An example is 6>5
ReplyDeleteDeAsia Moore
Mr.Jackson's 4th period
Jackson 1
ReplyDeleteInequalities are the relation between two expressions that have different values or aren't equal.
ex:15<4n*6
Inequalities are the relation between 2 expressions that aren't equal.Inequalities are needed when two numbers are not equal.
ReplyDeleteexample: 3x<7+3
- Kristinia Stewart p.4
Muhammad Ahmad per7
ReplyDeletethe relation between two expressions that are not equal, employing a sign such as ≠ “not equal to,” > “greater than,” or < “less than.”
EX:x + 3 > 2
To solve a math problem.
Muhammad Ahmad per7
ReplyDeletethe relation between two expressions that are not equal, employing a sign such as ≠ “not equal to,” > “greater than,” or < “less than.”
EX:x + 3 > 2
To solve a math problem.
Muhammad Ahmad per7
ReplyDeletethe relation between two expressions that are not equal, employing a sign such as ≠ “not equal to,” > “greater than,” or < “less than.”
EX:x + 3 > 2
To solve a math problem.
Jackson per. 1
ReplyDeletethe relation between two expressions that are not equal, employing a such as ≠ “not equal to,” > “greater than,” or < “less than.”
Example ex:15<4n*6
Alicia Diener
ReplyDeleteEngland per7
A word that I am learning this week is "Relatively Prime". This word is used when the only GCF is 1. This concept is very easy to identify.
The relation between two expressions that are not equal,in saying it such as ≠ “not equal to,” > “greater than,” or < “less than.”
ReplyDeleteExample ex:27<6n*8
The relation between two expressions that are not equal, employing a sign such as ≠ “not equal to,” > “greater than,” or < “less than.” Example 63>9n*4
ReplyDeleteThe relation between two expressions that are not equal, such as ≠ not equal to,> greater than, or < less than. Example 7x < 28
ReplyDeletethe relation between two expressions that are not equal, employing a sign such as ≠ “not equal to,” > “greater than,” or < “less than example 55>7n
ReplyDeletethe relation between two expressions that are not equal, employing a such as ≠ “not equal to,” > “greater than,” or < “less than.”
ReplyDeleteExample ex:15<4n*6
The relaionship between two expressions that are not equal,employing a sign such as< not equal to>greater than or =less than.example 63>9n*4
ReplyDeleteAn inequality shows the relationship of two unequal numbers. There are four types inequalities such as: less than (<), greater than (>),greater than or equal to, and less than or equal to. An example of an inequality is 3*4<20.
ReplyDeleteJackson 4
ReplyDeleteAn inequality is a comparison of 2 numbers that are not equal. They use the greater than or less than symbol when in use. Exbaple 5x+3<20.
A inequality is the relationship between 2 unequal numbers. it can be used to find the answer to a problem. 7x + 9 < 19
ReplyDeleteKaylee Chung / Jackson 1
ReplyDeleteAn inequality is the relation of two expressions that are not equal. Employing that we use > (greater than) or < (less than). An example for inequality is 3x<7+3.
In mathematics, an inequality is a relation that holds between two values when they are different. An example would be 3x < 7+3. An inequality would be needed when two numbers aren't equal.
ReplyDeleteLayeh Ai / Jackson 1
An inequality is a relation between two numbers
ReplyDeletethat are not equal to each other. a ≠ b is an example of inequality.
Ong / Jackson 1
A inequality is a comparison of two numbers that are not equal .The greater than or less than are a symbol. example 4*320
ReplyDeleteAn inequality is a comparison of two numbers that are are not equal.they use greater than or less than symbols. Example is 3x<10.
ReplyDeleteAn inequality is a comparison of two numbers that are are not equal.they use greater than or less than symbols. Example is 3x<10.
ReplyDeleteHunter, Michael, Amir, Imarianna, and DeQuan....if you are going to copy your answer from the person above you, you should at least change around a few words so it's not so obvious.
ReplyDeleteJackson 1
ReplyDeleteA inequality are numbers that are not equal. We use >(greater than ),<(less than) and not equal. An example is 45>20.
Jackson per.1
ReplyDeleteYun Khaing
An Inequality are number that are difference in size and the number that are unbalance. For example the two expression that are not equal. Such as greater then or less then. <,>that the symbols. An example of inequality is 3x<7+2.
Jackson Per 4
ReplyDeleteApryl C
An inequality is a relation between two expressions that are not equal. An inequality usually has tbe less than sign (<), or the greater than sign (>). An example of an inequality could be 6y+3>16-y. An inequality could also be needed, like if you want to know your/the legal speed in a school area, or maybe even the highway, and the total speed you're doing yourself. In other words, you have a limit speed you're only allowed to do at certain times.
The *
DeleteThis comment has been removed by the author.
DeleteEngland per 7
ReplyDeleteInequality is a relation that is between two numbers that are
differn't. An in equality is needed when two numbers aren't equal. An example is 3x<7+3
Mr.jaskon
ReplyDeletePer:4
An inequity is the relation between two expressions that are not equal, employing a sign such as (> greater that) (< less that) .
3x<7+3
Ms.England
ReplyDeleteper1
Inequality is a relation that is between two numbers that are
differn't. An in equality is needed when two numbers aren't equal. An example is 3x<7+3
this week I learned about how too write linear equations in slope Intercept form. An example would be y=-2/1x+2. This means you would start at 2 on a graph and go down 2 and right one,
ReplyDeleteZack Shumway
4 Jackson
The week I learned how to write in point slope. For example if we were given two points (2,7) and then given a slope -4. You would then use this equation y-y1=m(x-x1) you would then plug in the numbers. y-2=-4(x-7).
ReplyDeletethis week i learned about how too write linear equations in slope intercept form.an example would be y=-2/1x+2 .thi means you would start at 2 ona graph and go dowm 2 and right one.
ReplyDeleteperod. 3 england
I have learned this week about point slope. Point slope is using two points and the slope and writing an equation.(2,7)Slope= 5 y-7=5(x-2)
ReplyDeleteTu Nguyen period 2 England
ReplyDeleteThis week we are learning about multiplying mixed and normal fraction.I am getting better at it.That is what we're learning this week.
Hayden Xiong per. 2 England
ReplyDeleteThis week i learned how to add,subtract,multiply,and divide fractions. It is getting tricky,but i am getting better. That is all i learned this week.
England per 7. An inequality is a way to show that two values are not equal. An example of an inequality is 7x is less than 28. You would need an inequality when you are comparing two different values.
ReplyDeleteThis week I learned point slope form. The formala is y-y1=m(x-x1).
ReplyDeleteMr.Jackson Per.4 This week I learned that to find point slope. The equation to find point slope form is y-y1=m (x-x1).
ReplyDeleteThis week I learned how to find point slope form. The formula is y-y1=m(x-x1). I also learned how to graph that equation.
ReplyDeleteThis blog is closed. All late answers must be handed in on paper. No answer posted after this post will be graded.
ReplyDelete