Round 34 to the nearest ten.
30
346 _______364. Compare using <,>, =
346 < 364
Name the place of the six in
3,645
Find the difference between 345 and 261
84
Count the coins.

$0.82
Round 475 to the nearest hundred.
500
Compare using words and symbols
1,235 _______1,325
1,235 < 1,325
1,235 is less than 1,325
What is the value of the six in 4,063
60
Estimate the sum 345 + 39. Rounded to the nearest ten.
390
Write a probability statement for this spinner.

Most likely to land on green. Least likely to land on orange.
Answers will vary.
Round to the 2,754 to the nearest hundred.
2,800
Write these numbers in order from LEAST to GREATEST.
2,395
2,388
2,598
2,388
2,395
2,598
Name the place and value of the four in
4,923
thousands place, 4,000
Ms. Guerrero has 3,012 pencils and Ms. Castro has 378 pencils. How many pencils do they have combined?
3,390





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
$1.06
Round 2,045 to the nearest ten and the nearest hundred.
Rounded to the nearest ten. 2,050
Rounded to the nearest hundred 2,000
345
3,231
3,023
3,231
3,023
345
Put 2,782 in expanded form
2,000 + 700 + 80 +2
Mark bought a toy that costs $3.18. He paid with a $5 bill. How much change did he get back?
$1.82
Write a probability statement for these marbles in a a bag.

Most likely to pick a red.
Least likely to pick a green.
Answers will vary.
Round 4998 to the nearest ten.
5,000
Put the following numbers in order from LEAST to GREATEST.
3,236
3,124
4,076
3,789
3,124
3,236
3,789
4,076
Expanded form: 9,000 + 700 + 20 + 3
Can you put this number standard form and then word form?
9,723
nine thousand, seven hundred twenty three
Firehouse station 51 put out 2,394 fires this year and they put out 345 fires so far this year. How many more fire do they need to put out this year to match last years total?
2,394-345 = 2,049
Draw a picture of what $0.94 would look like in coins.
Answers will vary.