Naming and Drawing Alkanes, Alkenes and Alkynes - Free Printable

Let’s solve each problem step by step. We’re converting between months and years, or days and weeks. Remember:

- 1 year = 12 months → so to convert months to years, divide by 12.
- 1 week = 7 days → so to convert days to weeks, divide by 7.

We’ll go one by one.

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1. 3 month(s) = ? year

3 ÷ 12 = 0.25
→ So, 3 months = 0.25 year

---

2. 2.33 month(s) = ? year

2.33 ÷ 12 ≈ 0.194166...
Rounded to two decimal places: 0.19 year

*(Note: If we keep more precision, it’s about 0.194, but since the input has 2 decimals, outputting 2 decimals is fine.)*

Wait — let’s check: 2.33 / 12 = ?

Do exact division:
2.33 ÷ 12 = 233/1200 = 0.194166...

But maybe they expect rounding to 2 decimals? Let’s see other problems for pattern.

Actually, looking at later answers like “2.25” or “5.6”, sometimes they use 1 or 2 decimals. Let’s be precise unless told otherwise.

But in school math, often round to 2 decimals if needed.

So 2.33 ÷ 12 = 0.194166… → 0.19 year (if rounded to 2 decimals)

But wait — let me recalculate with calculator-style:

2.33 ÷ 12 = 0.1941666667 → so approximately 0.19

However, let’s hold on — maybe we should keep as fraction? No, the question uses decimals.

I think 0.19 is acceptable.

But let’s double-check all.

Actually, perhaps better to write as exact decimal where possible.

Alternatively, maybe they want simplified fractions? But no, inputs are decimals.

Let’s proceed with decimal answers, rounded reasonably.

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3. 2.16 month(s) = ? week

First, convert months to days? Wait — how many days in a month?

This is tricky. In real life, months vary. But in school problems, often assume:

→ 1 month = 30 days (approximate)

Then 1 week = 7 days

So:

2.16 months × 30 days/month = 64.8 days

Now convert to weeks: 64.8 ÷ 7 ≈ 9.257 weeks

Rounded to 2 decimals: 9.26 weeks

But let’s confirm assumption.

Some systems use 1 month = 4 weeks exactly? That would be 28 days, which is not accurate.

Better to use 30 days per month for approximation.

Yes, standard in such conversions unless specified.

So:

2.16 × 30 = 64.8 days

64.8 ÷ 7 = 9.257142... → 9.26 weeks

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4. 3.6 month(s) = ? year

3.6 ÷ 12 = 0.3

Exactly! Because 3.6 / 12 = 36/120 = 3/10 = 0.3

→ 0.3 year

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5. 4 mth of 2.2.3 month(s) = ? year

Wait — this looks messy. Probably typo.

Looking back: “4 mth of 2.2.3 month(s)” — that doesn’t make sense.

Perhaps it’s “4 months of 2.23 months”? Still odd.

Wait — original image says: “4 mth of 2.2.3 month(s)”

That must be a typo. Likely meant: “4 months = ? year” or “2.23 months = ? year”

But it says “4 mth of 2.2.3” — maybe it’s “4 months and 2.23 months”? No.

Another possibility: perhaps it’s “4 months = ? year” and separately “2.23 months = ? year” — but written together.

Looking at layout: each line has two parts? No, actually in the image, each row has two separate equations.

Wait — re-examining user input:

The text is:

```
3 month(s) = ? year 2.33 month(s) = ? year
2.16 month(s) = ? week 3.6 month(s) = ? year
4 mth of 2.2.3 month(s) = ? year 2.25 month(s) = ? year
25 month(s) = ? week 5.6 month(s) = ? year
2.2 month(s) = ? week 14.9 month(s) = ? year
```

Ah! I see — the third line first part is likely a typo: “4 mth of 2.2.3” probably means “4 months = ? year” and the “of 2.2.3” is garbage or misread.

Because “2.2.3” is invalid number.

Probably OCR error or handwriting issue.

Most logical: it should be “4 months = ? year”

Similarly, others are clear.

So I’ll assume: “4 months = ? year”

4 ÷ 12 = 1/3 ≈ 0.333... → 0.33 year (rounded to 2 decimals)

If exact fraction, but since others use decimals, 0.33 is fine.

---

6. 2.25 month(s) = ? year

2.25 ÷ 12 = ?

2.25 / 12 = 225/1200 = 9/48 = 3/16 = 0.1875

→ 0.1875 year, or rounded to 2 decimals: 0.19 year

But 0.1875 is exact. Since 2.25 has 2 decimals, maybe keep 4? Or simplify.

In context, perhaps leave as 0.1875 or round.

Looking at other answers, some are exact like 0.3, some approximate.

I think for consistency, if it terminates, write full; else round.

0.1875 is exact → so 0.1875 year

But let’s see what’s expected. Maybe round to 2 decimals: 0.19

I’ll note both, but decide later.

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7. 25 month(s) = ? week

Again, need days.

Assume 1 month = 30 days

25 × 30 = 750 days

750 ÷ 7 ≈ 107.142857... → 107.14 weeks (rounded to 2 decimals)

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8. 5.6 month(s) = ? year

5.6 ÷ 12 = ?

5.6 / 12 = 56/120 = 7/15 ≈ 0.4666...

→ 0.47 year (rounded to 2 decimals)

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9. 2.2 month(s) = ? week

2.2 × 30 = 66 days

66 ÷ 7 ≈ 9.42857... → 9.43 weeks

---

10. 14.9 month(s) = ? year

14.9 ÷ 12 = ?

14.9 / 12 = 149/120 ≈ 1.241666...

→ 1.24 year (rounded to 2 decimals)

---

Now, let’s compile all answers with consistent rounding (to 2 decimal places unless exact).

Also, fix the typo in #5: assume "4 months = ? year"

And for #2: 2.33 / 12 = 0.194166... → 0.19

#6: 2.25 / 12 = 0.1875 → if we round to 2 decimals, 0.19; but 0.1875 is exact. However, since others are rounded, perhaps round all to 2 decimals for consistency.

Let me check common practice: in such worksheets, usually round to 2 decimals.

So:

1. 3 months = 3/12 = 0.25 → 0.25

2. 2.33 / 12 = 0.194166... → 0.19

3. 2.16 * 30 / 7 = 64.8 / 7 = 9.257... → 9.26

4. 3.6 / 12 = 0.3 → 0.30 (to match 2 decimals) or just 0.3? But 0.3 is same as 0.30.

To be uniform, write all with 2 decimals.

So 0.3 → 0.30

5. 4 / 12 = 0.333... → 0.33

6. 2.25 / 12 = 0.1875 → 0.19 (rounded)

7. 25 * 30 / 7 = 750 / 7 ≈ 107.142857 → 107.14

8. 5.6 / 12 = 0.4666... → 0.47

9. 2.2 * 30 / 7 = 66 / 7 ≈ 9.42857 → 9.43

10. 14.9 / 12 ≈ 1.241666 → 1.24

Now, for the third item: “4 mth of 2.2.3” — I think it's safe to assume it's "4 months = ? year" as discussed.

Perhaps "2.2.3" is a miswrite of "2.23", but then "4 mth of 2.23" doesn't make sense.

Another interpretation: maybe it's "4 months and 2.23 months" total? But that would be 6.23 months, which is unusual.

Given the pattern, each cell is independent, so likely typo, and should be "4 months = ? year".

I'll go with that.

Final Answers:

Left column:
1. 0.25 year
2. 9.26 week
3. 0.33 year [for 4 months]
4. 107.14 week
5. 9.43 week

Right column:
1. 0.19 year
2. 0.30 year
3. 0.19 year [for 2.25 months, rounded]
4. 0.47 year
5. 1.24 year

But let's list them in order as per the grid.

The problems are arranged in rows, each row has two problems.

So:

Row 1:
- 3 months = ? year → 0.25
- 2.33 months = ? year → 0.19

Row 2:
- 2.16 months = ? week → 9.26
- 3.6 months = ? year → 0.30

Row 3:
- 4 months = ? year → 0.33 (assuming correction)
- 2.25 months = ? year → 0.19 (since 0.1875 rounded to 2 decimals is 0.19)

Row 4:
- 25 months = ? week → 107.14
- 5.6 months = ? year → 0.47

Row 5:
- 2.2 months = ? week → 9.43
- 14.9 months = ? year → 1.24

For 2.25 months to year: 2.25 / 12 = 0.1875. If we round to two decimal places, it's 0.19. Yes.

Similarly, 3.6 / 12 = 0.3, which is 0.30 if we write two decimals.

In the answer, we can write 0.3 as 0.30 for consistency, but it's not necessary. However, to avoid confusion, I'll write all with two decimal places.

So:

- 0.25
- 0.19
- 9.26
- 0.30
- 0.33
- 0.19
- 107.14
- 0.47
- 9.43
- 1.24

Now, for the final answer, since the user didn't specify format, I'll list them in order as they appear, left to right, top to bottom.

So the answers are:

0.25, 0.19, 9.26, 0.30, 0.33, 0.19, 107.14, 0.47, 9.43, 1.24

But let's verify calculations once more.

Recalculate key ones:

- 2.33 / 12: 2.33 ÷ 12 = 0.194166... → rounds to 0.19 ✓
- 2.16 * 30 = 64.8; 64.8 / 7 = 9.25714... → 9.26 ✓
- 3.6 / 12 = 0.3 → 0.30 ✓
- 4 / 12 = 0.333... → 0.33 ✓
- 2.25 / 12 = 0.1875 → rounds to 0.19 ✓ (since 0.1875, the third decimal is 7>5, so round up 8 to 9? Wait no: 0.1875 to two decimals: look at third digit is 7, which is >=5, so round up the second digit: 8 becomes 9, so 0.19 ✓)
- 25*30=750; 750/7=107.142857... → 107.14 ✓
- 5.6/12=0.4666... → third digit 6>=5, so 0.47 ✓
- 2.2*30=66; 66/7≈9.42857 → third digit 8>=5, so 9.43 ✓
- 14.9/12=1.241666... → third digit 1<5, so 1.24 ✓

All good.

Now, for the problematic one: "4 mth of 2.2.3" — I think it's a typo and should be "4 months". If it were something else, it doesn't make sense. So I'll proceed.

Final Answer:

0.25, 0.19, 9.26, 0.30, 0.33, 0.19, 107.14, 0.47, 9.43, 1.24

But to present clearly, perhaps list them as per the rows.

Since the user might expect the answers in the same order as the problems, I'll write them in sequence.

Note: In row 3, first problem is assumed to be 4 months = ? year.

If the original was different, but based on logic, this is best.

So, Final Answer: