We know,
\(1\) hour = \(60\) minutes
\(40\) minutes of an hour can be expressed as \(\frac{40}{60}\)
This fraction can be reduced further simplified
\(\Rightarrow\frac{(40 ÷ 20)}{ (60 ÷ 20) }= \frac23\)
and the simplified form gives us \(\frac{2}3\)
Therefore, \(40\) minutes is \(\frac23^{rd}\) of an hour.
Write first five multiples of :
| Column 1 | Column 2 |
| (i) 35 | (a) Multiple of 8 |
| (ii) 15 | (b) Multiple of 7 |
| (iii) 16 | (c) Multiple of 70 |
| (iv) 20 | (d) Factor of 30 |
| (v) 25 | (e) Factor of 50 |
| (f) Factor of 20 |



Write first five multiples of :
| Column 1 | Column 2 |
| (i) 35 | (a) Multiple of 8 |
| (ii) 15 | (b) Multiple of 7 |
| (iii) 16 | (c) Multiple of 70 |
| (iv) 20 | (d) Factor of 30 |
| (v) 25 | (e) Factor of 50 |
| (f) Factor of 20 |