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Answer :
Below is a detailed step-by-step solution:
1. For the question about Carlos's poster, we are asked to choose the best estimate for the length of the sign made from construction paper. Since construction paper is relatively small compared to yards or feet measured in multiples of 10, a reasonable estimate is about
[tex]$$3 \text{ feet}.$$[/tex]
2. In Ashley's question, the new Christmas tree is [tex]$75$[/tex] inches tall and the old Christmas tree is [tex]$68$[/tex] inches tall. To find how much taller the new tree is, we subtract the height of the old tree from the new tree's height:
[tex]$$75 - 68 = 7 \text{ inches}.$$[/tex]
3. For Helen's refrigerator question, we need a realistic estimate for the height of a refrigerator. Given common household sizes, the best estimate is approximately
[tex]$$6 \text{ feet}.$$[/tex]
4. Finally, for the bookshelf problem, there are two bookshelves, one is [tex]$19$[/tex] feet long and the other is [tex]$12$[/tex] feet long. Placing them side by side gives a total combined length found by adding the two measurements:
[tex]$$19 + 12 = 31 \text{ feet}.$$[/tex]
Thus, the answers are:
- Carlos's poster is approximately [tex]$3$[/tex] feet long.
- The new Christmas tree is [tex]$7$[/tex] inches taller than the old one.
- The refrigerator is about [tex]$6$[/tex] feet tall.
- The total length of the bookshelves is [tex]$31$[/tex] feet.
1. For the question about Carlos's poster, we are asked to choose the best estimate for the length of the sign made from construction paper. Since construction paper is relatively small compared to yards or feet measured in multiples of 10, a reasonable estimate is about
[tex]$$3 \text{ feet}.$$[/tex]
2. In Ashley's question, the new Christmas tree is [tex]$75$[/tex] inches tall and the old Christmas tree is [tex]$68$[/tex] inches tall. To find how much taller the new tree is, we subtract the height of the old tree from the new tree's height:
[tex]$$75 - 68 = 7 \text{ inches}.$$[/tex]
3. For Helen's refrigerator question, we need a realistic estimate for the height of a refrigerator. Given common household sizes, the best estimate is approximately
[tex]$$6 \text{ feet}.$$[/tex]
4. Finally, for the bookshelf problem, there are two bookshelves, one is [tex]$19$[/tex] feet long and the other is [tex]$12$[/tex] feet long. Placing them side by side gives a total combined length found by adding the two measurements:
[tex]$$19 + 12 = 31 \text{ feet}.$$[/tex]
Thus, the answers are:
- Carlos's poster is approximately [tex]$3$[/tex] feet long.
- The new Christmas tree is [tex]$7$[/tex] inches taller than the old one.
- The refrigerator is about [tex]$6$[/tex] feet tall.
- The total length of the bookshelves is [tex]$31$[/tex] feet.
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