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Answer: 4.67680.
## Explanation To calculate the forward rate from forward points, we need to understand how forward points work: 1. **Forward points** represent the difference between the forward rate and the spot rate. 2. **Positive forward points** indicate the forward rate is higher than the spot rate (forward premium). 3. **Negative forward points** indicate the forward rate is lower than the spot rate (forward discount). 4. Forward points are typically quoted in basis points (1 basis point = 0.0001). **Given:** - Spot rate = 4.6895 - Forward points = -12.7 **Calculation:** Forward rate = Spot rate + Forward points Since forward points are typically quoted in basis points (0.0001 each), we need to convert: -12.7 points = -12.7 × 0.0001 = -0.00127 Forward rate = 4.6895 + (-0.00127) = 4.6895 - 0.00127 = 4.68823 Wait, let me recalculate carefully: 4.6895 - 0.00127 = 4.68823 But looking at the options: A. 4.67680 B. 4.68823 C. 469077 (this appears to be a misprint - likely 4.69077) Actually, I need to reconsider how forward points are applied. In some markets, forward points are quoted as the last digits. For a spot rate of 4.6895: - Forward points of -12.7 means we subtract 0.00127 from the spot rate - 4.6895 - 0.00127 = 4.68823 However, let me check option A: 4.67680 This would be 4.6895 - 0.0127 = 4.67680 The confusion arises from whether -12.7 points means -0.00127 or -0.0127. Typically, forward points are quoted in pips, where 1 pip = 0.0001 for most currency pairs. So -12.7 points = -0.00127. But wait, let me think about this differently. If the spot is 4.6895 and we have -12.7 forward points, we need to subtract 0.00127: 4.6895 - 0.00127 = 4.68823 (Option B) However, I suspect there might be a trick here. Sometimes forward points are applied differently. Let me calculate: **Correct calculation:** Forward rate = Spot rate + (Forward points / 10,000) = 4.6895 + (-12.7 / 10,000) = 4.6895 + (-0.00127) = 4.68823 This gives us Option B. But let me check if there's any rounding or other convention. Actually, looking at the options: - Option A: 4.67680 (spot minus 0.0127) - Option B: 4.68823 (spot minus 0.00127) - Option C: 469077 (clearly incorrect - likely a misprint of 4.69077) Given that forward points are typically in basis points (0.0001 each), -12.7 points = -0.00127, so the correct answer should be **B. 4.68823**. **Final Answer: B**
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An analyst gathers the following exchange rate information:
| Spot rate | 4.6895 |
|---|---|
| 1-year forward points | -12.7 |
The 1-year forward rate is closest to:
A
4.67680.
B
4.68823.
C