Question

Uing propertie a microcope magnifie an object 10⁵ time. The length of an object i 10⁷ meter. What i it magnified length? Write your anwer a a decimal

Answer 1

The magnified length of the object would be $10^7 \times 10^5 = 10^{12$ meters.

To calculate the magnified length of an object using a microscope, you first need to determine the magnification power of the microscope. In this case, the microscope has a magnification power of $10^5$, which means it can magnify an object by a factor of $10^5$ times.

Next, you need to determine the original length of the object. In this case, the original length of the object is $10^7$ meters.

To calculate the magnified length of the object, you then need to multiply the original length by the magnification power. In this case, the magnified length of the object would be $10^7 \times 10^5 = 10^{12$ meters.

This means that the object would appear to be $10^{12$ meters long when viewed through the microscope. This is a significant increase in size, as $10^{12$ is much larger than $10^7$.

In conclusion, the magnified length of an object using a microscope can be calculated by multiplying the original length by the magnification power of the microscope. In this case, the magnified length of the object was $10^{12$ meters.

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