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Chronological order of major Indian architectural periods:
- Mauryan (322β185 BCE) β Ashoka pillars, Sanchi Stupa foundation
- Gupta (4thβ6th century CE) β Temple architecture begins (Dashavatara Temple)
- Medieval β Sultanate (13thβ16th c.), Mughal (16thβ18th c.) β Qutb Minar, Taj Mahal, Red Fort
- Colonial (18thβ20th c.) β Indo-Saracenic, British institutional buildings
This is Mauryan β Gupta β Medieval β Colonial. Option B is correct.
The general relationship is $\frac{9}{Y} = \frac{3}{\eta} + \frac{1}{K}$.
- Rearranging for $K$: $\frac{1}{K} = \frac{9}{Y} - \frac{3}{\eta} = \frac{9\eta - 3Y}{Y\eta}$
- Thus, $K = \frac{Y\eta}{9\eta - 3Y}$[cite: 492].
In qualitative research, the concept of theoretical (or data) saturation refers to the point at which no new information or themes are emerging from additional data collection.
Why 'purposive sampling'? Qualitative researchers deliberately select participants based on specific characteristics relevant to the research question β this is purposive (or purposeful) sampling.
Comparison of qualitative sampling methods:
| Method | Description |
|---|---|
| Purposive | Deliberate selection based on specific criteria |
| Snowball | Participants recruit other participants (used for hard-to-reach populations) |
| Theoretical | Sampling continues until saturation β guided by emerging theory (Grounded Theory) |
Which of the following correctly describes the relationship between true dip and apparent dip?
The apparent dip $\delta'$ is the angle of dip observed when the dip circle is not oriented in the magnetic meridian (tilted at angle $\phi$ from the meridian).
The relationship is: $\tan\delta' = \frac{\tan\delta}{\cos\phi}$, where $\delta$ is the true dip.
Since $\cos\phi \leq 1$: $\tan\delta' \geq \tan\delta$, so $\delta' \geq \delta$.
Therefore true dip is always less than or equal to apparent dip. They are equal only when $\phi = 0Β°$ (dip circle in the meridian).
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