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Any phenomenon that…………. Can serve as a ...

Any phenomenon that…………. Can serve as a …………… .

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To solve the fill-in-the-blank question, we need to identify the key terms that fit logically into the sentence structure. The question states: "Any phenomenon that __________ can serve as a __________." ### Step-by-Step Solution: 1. **Identify the first blank**: We need to think of a characteristic or quality of a phenomenon that allows it to serve a purpose. In this case, we can consider phenomena that exhibit regularity or repetition. - Possible answer for the first blank: "repeats itself." 2. **Identify the second blank**: The second part of the sentence requires a term that describes what the phenomenon can serve as. Since the first part mentions repetition, we can think of terms related to measurement or reference. - Possible answer for the second blank: "block" (as in a reference block for measurement). 3. **Combine the answers**: Now we can fill in the blanks with our chosen terms. - Complete sentence: "Any phenomenon that repeats itself can serve as a block." ### Final Answer: "Any phenomenon that repeats itself can serve as a block." ---
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PRADEEP-PHYSICAL WORLD AND MEASUREMENT-Fill in the blanks
  1. Age of universe is of the order of ………. Second.

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  2. …………… is used for measurig long time intervals of the order of ……….. S...

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  3. Any phenomenon that…………. Can serve as a …………… .

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  4. An optical microscope uses visible light of wavelength ranging from ……...

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  5. Universal gravitational constant, universal gas constant and …….. Are ...

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  6. Methematical constants, pi, etc. are called ……….. .

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  7. Angle, …………. And ……. Are some of the ……….. Variables.

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  8. Some of the dimensional veriables are …………. , ……………. , …………… .

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  9. Which of the following physical quantities has a unit but no dimension...

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  10. The dimensional formula of Hubble constant. Is same as that of frequen...

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  11. Can there be a physical quantity, which has no units and no dimensions...

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  12. The dimension of length in pressure gradient is ……… .

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  13. The dimension formula of Stefan's constant is………… .

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  14. [M^1 L^2 T^(-3) A^(-2)] is the ………… formula of …………. .

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  15. The …….. In the ………….. Value and …………. Value of a quantity is called …...

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  16. The …………. Of systematic error are………….. . Therefore, such errors can b...

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  17. The ……….. Value that can be measured by a ………….. Is called …………. Of th...

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  18. The ……….. Error are those which occur ……… by …………. .

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  19. ………….. Errors arise on account of shear……………… of the ………….. .

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  20. …………. Error or ……………. Error is the ratio of …………….. To …………… of the qu...

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