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Using the place value chart, explain if the student's explanation is correct. Take a picture and upload it here, supported with your explanation.

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Using the place value chart, explain if the student's explanation is correct. Take a picture and upload it here, supported with your explanation.

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(Write down the length of the 2 desks and remember to include the units!)

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1.15 m

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1.14m

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1.12m

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1.11m

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1.12m

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Ans:1.14m

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The length of 2 desk is 1.11

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1.18

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1.1m

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1.11 cm

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1.13m

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1.11 cm

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The length of two tables are:

1.14m

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Our estimate is 1.11m

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1.11

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Leila, it is because 5 is smaller than 10 therefore 2.5 is smaller then 2.10

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Lelia is correct because 2.10 is greater than 2.5.

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0.1=0.10. 1 tenth=10 hundredths. therefore, 1.2 and 1.02 are not equivalent to each other.

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Leila is correct because 10 IS GREATER THAN 5. Ken is not correct because just because the ones are the same, does not mean that they are the same, as the tenths are different from each other.🚫

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Ken is wrong because he only looked at the whole number.Leila is also wrong because 10 hundredths equals 1 tenths. Answer is 2.5 is greater than 2.10

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2.10 is smaller then 2.5 as 1 and 5 are in the tenths place meaning 2.5 is 2.50 and is bigger then 2.10

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Ken is wrong as if the ones are the same,you have to look at the tenths to compare instead.

Lelia is wrong as 2.5 can also be 2.50 ,not 2.05.Therfore,2.10<2.5(2.50).

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Both Ken and Leila are incorrect. 2.5 is greater than 2.10 because the tenth in 2.5 is greater than the tenth in 2.10.

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Ken is wrong because although both have the same whole the tenths are different.

Leila is wrong too as 2.5 is actually greater than 2.10. If you were to add a 0 to the end of 2,5,it would become 2.50, which is greater than 2.10. Hence, Leila is wrong

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They are both wrong as if the zero was

Disregarded they would be totally different

Decimals, and even if the both twos is pronounced

the same it does not mean that their value must be

The same

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Both are wrong

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both the children are wrong

Leila is wrong because even though 2.10 has more numbers than 2.5 it doesn’t necessarily mean that it has a greater value than 2.5.

Ken is wrong because even though both 2.10 and 2.5 have the same whole, it doesn’t mean that they are the same.