Common Core: 5th Grade Math : Comparing the Size of a Product to the Size of one Factor on the Basis of the Size of the Other Factor: CCSS.Math.Content.5.NF.B.5a

Study concepts, example questions & explanations for Common Core: 5th Grade Math

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Example Questions

Example Question #11 : Comparing The Size Of A Product To The Size Of One Factor On The Basis Of The Size Of The Other Factor: Ccss.Math.Content.5.Nf.B.5a

Fill in the blank:

 is _________ times greater than .

 

Possible Answers:

six

seven

four

five

three

Correct answer:

seven

Explanation:

We are multiplying  by , which means that our product is going to be seven times greater than 

Example Question #382 : Number & Operations With Fractions

Fill in the blank:

 is _________ times greater than .

 

Possible Answers:

seven

five

six

eight

nine

Correct answer:

seven

Explanation:

We are multiplying  by , which means that our product is going to be seven times greater than 

Example Question #383 : Number & Operations With Fractions

Fill in the blank:

 is _________ times greater than .

 

Possible Answers:

thirteen

eleven

twelve 

fifteen

fourteen

Correct answer:

fifteen

Explanation:

We are multiplying  by , which means that our product is going to be fifteen times greater than 

Example Question #12 : Comparing The Size Of A Product To The Size Of One Factor On The Basis Of The Size Of The Other Factor: Ccss.Math.Content.5.Nf.B.5a

Fill in the blank:

 is _________ times greater than .

 

Possible Answers:

fifteen

sixteen

seventeen

eightneen

fourteen

Correct answer:

sixteen

Explanation:

We are multiplying  by , which means that our product is going to be sixteen times greater than 

Example Question #12 : Comparing The Size Of A Product To The Size Of One Factor On The Basis Of The Size Of The Other Factor: Ccss.Math.Content.5.Nf.B.5a

Fill in the blank:

 is _________ times greater than .

 

Possible Answers:

thirteen

ten

fourteen

eleven

twelve

Correct answer:

eleven

Explanation:

We are multiplying  by , which means that our product is going to be eleven times greater than 

Example Question #13 : Comparing The Size Of A Product To The Size Of One Factor On The Basis Of The Size Of The Other Factor: Ccss.Math.Content.5.Nf.B.5a

Fill in the blank:

 is _________ times greater than .

 

Possible Answers:

fourteen

eighteen 

seventeen

sixteen

fifteen

Correct answer:

fourteen

Explanation:

We are multiplying  by , which means that our product is going to be fourteen times greater than 

Example Question #14 : Comparing The Size Of A Product To The Size Of One Factor On The Basis Of The Size Of The Other Factor: Ccss.Math.Content.5.Nf.B.5a

Fill in the blank:

 is _________ times greater than .

 

Possible Answers:

fifteen

sixteen

seveteen

eighteen 

fourteen

Correct answer:

eighteen 

Explanation:

We are multiplying  by , which means that our product is going to be eighteen times greater than 

Example Question #15 : Comparing The Size Of A Product To The Size Of One Factor On The Basis Of The Size Of The Other Factor: Ccss.Math.Content.5.Nf.B.5a

Fill in the blank:

 is _________ times greater than .

 

Possible Answers:

seventeen

fifteen

sixteen

thirteen

fourteen

Correct answer:

fifteen

Explanation:

We are multiplying  by , which means that our product is going to be fifteen times greater than 

Example Question #16 : Comparing The Size Of A Product To The Size Of One Factor On The Basis Of The Size Of The Other Factor: Ccss.Math.Content.5.Nf.B.5a

Fill in the blank:

 is _________ times greater than .

 

Possible Answers:

twelve

eleven

ten

nine

eight

Correct answer:

eleven

Explanation:

We are multiplying  by , which means that our product is going to be eleven times greater than 

Example Question #17 : Comparing The Size Of A Product To The Size Of One Factor On The Basis Of The Size Of The Other Factor: Ccss.Math.Content.5.Nf.B.5a

Fill in the blank:

 is _________ times greater than .

 

Possible Answers:

twenty-two

eighteen

twenty

ninteen

twenty-one 

Correct answer:

eighteen

Explanation:

We are multiplying  by , which means that our product is going to be eighteen times greater than 

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