All Common Core: 2nd Grade Math Resources
Example Questions
Example Question #21 : Determine Even Or Odd Number Of Objects: Ccss.Math.Content.2.Oa.C.3
Is there an even or an odd number of dots below?
Odd
Neither
Both
Even
Odd
When trying to decide if we have an even or an odd number of items, we can put the items in pairs of two. If each item is in a pair, then we have an even number of items. If there is one item that isn't in a pair, then we have an odd number of items.
In this case, we have one dot not in a pair, so we have an odd number of dots.
Example Question #22 : Determine Even Or Odd Number Of Objects: Ccss.Math.Content.2.Oa.C.3
Is there an even or an odd number of dots below?
Even
Odd
Neither
Both
Even
When trying to decide if we have an even or an odd number of items, we can put the items in pairs of two. If each item is in a pair, then we have an even number of items. If there is one item that isn't in a pair, then we have an odd number of items.
In this case, our dots are in pairs of two, so we have an even number of dots.
Example Question #23 : Determine Even Or Odd Number Of Objects: Ccss.Math.Content.2.Oa.C.3
Is there an even or an odd number of dots below?
Both
Odd
Even
Neither
Odd
When trying to decide if we have an even or an odd number of items, we can put the items in pairs of two. If each item is in a pair, then we have an even number of items. If there is one item that isn't in a pair, then we have an odd number of items.
In this case, we have one dot so it's can't be in a pair, so we have an odd number of dots.
Example Question #24 : Determine Even Or Odd Number Of Objects: Ccss.Math.Content.2.Oa.C.3
Is there an even or an odd number of dots below?
Even
Both
Neither
Odd
Even
When trying to decide if we have an even or an odd number of items, we can put the items in pairs of two. If each item is in a pair, then we have an even number of items. If there is one item that isn't in a pair, then we have an odd number of items.
In this case, our dots are in pairs of two, so we have an even number of dots.