All Common Core: 6th Grade Math Resources
Example Questions
Example Question #551 : Problem Solving
On a particular November day, it is and sunny in Tucson, Arizona. On the eastern side of the United States, it is and sleeting in New Castle, Pennsylvania. How many degrees warmer is it in Tucson than New Castle?
There are several ways that we could solve this problem. First, we can say that the temperature in New Castle is below zero and in Tucson it is above zero; therefore we can say:
Also, we can solve this problem by using a number line. New Castle’s temperature is units away from zero and Tucson’s is units away.
We can see that Tucson is warmer than New Castle.
Example Question #1 : Understand The Value Of Positive And Negative Numbers: Ccss.Math.Content.6.Ns.C.5
On a particular November day, it is and sunny in Tucson, Arizona. On the eastern side of the United States, it is and sleeting in New Castle, Pennsylvania. How many degrees warmer is it in Tucson than New Castle?
There are several ways that we could solve this problem. First, we can say that the temperature in New Castle is below zero and in Tucson it is above zero; therefore we can say:
Also, we can solve this problem by using a number line. New Castle’s temperature is units away from zero and Tucson’s is units away.
We can see that Tucson is warmer than New Castle.
Example Question #119 : Word Problems
On a particular November day, it is and sunny in Tucson, Arizona. On the eastern side of the United States, it is and sleeting in New Castle, Pennsylvania. How many degrees warmer is it in Tucson than New Castle?
There are several ways that we could solve this problem. First, we can say that the temperature in New Castle is below zero and in Tucson it is above zero; therefore we can say:
Also, we can solve this problem by using a number line. New Castle’s temperature is units away from zero and Tucson’s is units away.
We can see that Tucson is warmer than New Castle.
Example Question #85 : How To Do Other Word Problems
On a particular November day, it is and sunny in Tucson, Arizona. On the eastern side of the United States, it is and sleeting in New Castle, Pennsylvania. How many degrees warmer is it in Tucson than New Castle?
There are several ways that we could solve this problem. First, we can say that the temperature in New Castle is below zero and in Tucson it is above zero; therefore we can say:
Also, we can solve this problem by using a number line. New Castle’s temperature is units away from zero and Tucson’s is units away.
We can see that Tucson is warmer than New Castle.
Example Question #121 : Word Problems
On a particular November day, it is and sunny in Tucson, Arizona. On the eastern side of the United States, it is and sleeting in New Castle, Pennsylvania. How many degrees warmer is it in Tucson than New Castle?
There are several ways that we could solve this problem. First, we can say that the temperature in New Castle is below zero and in Tucson it is above zero; therefore we can say:
Also, we can solve this problem by using a number line. New Castle’s temperature is units away from zero and Tucson’s is units away.
We can see that Tucson is warmer than New Castle.
Example Question #1 : Recognize Opposite Signs Of Numbers As Indicating Locations On Opposite Sides Of 0 On The Number Line: Ccss.Math.Content.6.Ns.C.6a
Select the number that is the opposite of
If the original number is negative, the opposite number will be the positive value of that same number. Vise versa, if the original number is positive, the opposite number will be the negative value of the same number.
In this case, the opposite of is . As shown from the image, the numbers are on opposite sides of on the number line.
Example Question #2 : Recognize Opposite Signs Of Numbers As Indicating Locations On Opposite Sides Of 0 On The Number Line: Ccss.Math.Content.6.Ns.C.6a
Select the number that is the opposite of
If the original number is negative, the opposite number will be the positive value of that same number. Vise versa, if the original number is positive, the opposite number will be the negative value of the same number.
In this case, the opposite of is . As shown from the image, the numbers are on opposite sides of on the number line.
Example Question #2 : Recognize Opposite Signs Of Numbers As Indicating Locations On Opposite Sides Of 0 On The Number Line: Ccss.Math.Content.6.Ns.C.6a
Select the number that is the opposite of
If the original number is negative, the opposite number will be the positive value of that same number. Vise versa, if the original number is positive, the opposite number will be the negative value of the same number.
In this case, the opposite of is . As shown from the image, the numbers are on opposite sides of on the number line.
Example Question #1 : Recognize Opposite Signs Of Numbers As Indicating Locations On Opposite Sides Of 0 On The Number Line: Ccss.Math.Content.6.Ns.C.6a
Select the number that is the opposite of
If the original number is negative, the opposite number will be the positive value of that same number. Vise versa, if the original number is positive, the opposite number will be the negative value of the same number.
In this case, the opposite of is . As shown from the image, the numbers are on opposite sides of on the number line.
Example Question #2 : Recognize Opposite Signs Of Numbers As Indicating Locations On Opposite Sides Of 0 On The Number Line: Ccss.Math.Content.6.Ns.C.6a
Select the number that is the opposite of
If the original number is negative, the opposite number will be the positive value of that same number. Vise versa, if the original number is positive, the opposite number will be the negative value of the same number.
In this case, the opposite of is . As shown from the image, the numbers are on opposite sides of on the number line.