What type of interference is illustrated at $$ \mathrm{t}=1.35 \mathrm{~s} $$ ?

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To determine the type of interference occurring at $$ t = 1.35 \, 	ext{s} $$, we typically need more context, such as a graph of the wave interference over time or specific details about the wave sources (e.g., their frequencies, amplitudes, and phases). However, I can provide a general overview of the types of interference and how they might relate to a specific moment in time.

### Types of Interference

1. **Constructive Interference:**
   - **Description:** Occurs when two or more waves meet in phase, meaning their crests and troughs align.
   - **Result:** The amplitudes of the waves add up, resulting in a wave with greater amplitude.
   - **Example:** If two identical waves meet such that their peaks coincide, the resulting wave has double the amplitude.

2. **Destructive Interference:**
   - **Description:** Occurs when two or more waves meet out of phase, meaning the crest of one wave aligns with the trough of another.
   - **Result:** The amplitudes of the waves subtract from each other, which can result in reduced amplitude or complete cancellation.
   - **Example:** If two identical waves meet such that the peak of one coincides with the trough of another, they can cancel each other out completely.

3. **Dynamic Interference:**
   - **Description:** Involves changing interference patterns over time due to variations in the phase or amplitude of the interacting waves.
   - **Example:** Beats in sound waves where the interference pattern changes periodically, leading to alternating loud and soft sounds.

### Applying to $$ t = 1.35 \, 	ext{s} $$

Without specific details about the waveforms at $$ t = 1.35 \, 	ext{s} $$, it's challenging to definitively state whether the interference is constructive or destructive. However, if at this particular moment the wave peaks and troughs are aligned (in phase), **constructive interference** is occurring. Conversely, if the peaks of one wave align with the troughs of another (out of phase), **destructive interference** is taking place.

**To provide a more accurate answer, please provide additional details such as:**
- The nature of the waves involved (e.g., light, sound).
- Amplitudes, frequencies, and phase relationships of the sources.
- Any diagrams or graphs illustrating the interference pattern at $$ t = 1.35 \, 	ext{s} $$.

With more information, a precise determination of the interference type at the specified time can be made.
At $$ t = 1.35 \, 	ext{s} $$, the interference is either constructive or destructive depending on whether the wave peaks and troughs align in phase or out of phase, respectively.

What type of interference is illustrated at ?

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