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Question
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week of november 30
on a number line, what is the number that is 4 spaces right of -1?
(9 overline{) 71.1})
(\begin{array}{r} 104 \\ + 517 \\ hline end{array})
(\frac{???}{2} = 10)
what is the missing number?
(\frac{n}{3} = 6)
what is the value of n?
on a number line, what is the number that is 9 to the left of 3?
(6 overline{) 2.4})
(\begin{array}{r} 4 \\ 1 \\ 2 \\ + 2 \\ hline end{array})
(20n = 60)
rewrite (14 - 5)
using numbers: -5 and 14
change (\frac{2}{10}) to a decimal.
(\begin{array}{r} 32,067 \\ - 248 \\ hline end{array})
(\frac{n}{30} = 45)
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| No. | Problem | Answer |
|---|---|---|
| 2 | \(71.1 \div 9\) | \(7.9\) |
| 3 | \(104 + 517\) | \(621\) |
| 4 | \(\frac{???}{2} = 10\) | \(20\) |
| 5 | \(\frac{N}{3} = 6\) | \(N = 18\) |
| 6 | On a number line, what is the number that is 9 to the left of 3? | \(-6\) |
| 7 | \(2.4 \div 6\) | \(0.4\) |
| 8 | \(4\frac{1}{2} + 2\) | \(6\frac{1}{2}\) |
| 9 | \(20n = 60\) | \(n = 3\) |
| 10 | Rewrite \(14 - 5\) using numbers: -5 and 14 | \(14 + (-5) = 9\) |
| 11 | Change \(\frac{2}{10}\) to a decimal. | \(0.2\) |
| 12 | \(32,067 - 248\) | \(31,819\) |
| 13 | \(\frac{N}{30} = 45\) | \(N = 1350\) |