How much more rapidly does it go when measured in nanoseconds as opposed to milliseconds?

A furlong is a distance of 220 yards. A fortnight is a time period of 2 weeks. A race horse is running at a speed of 5.2 yards per second. What is his speed in furlongs per fortnight?.5

A furlong is a distance of 220 yards. A fortnight is a time period of 2 weeks. A race horse is running at a speed of 2.3 yards per second. What is his speed in furlongs per fortnight?.5

If you make multiple measurements of your height, you are likely to find that the results vary by nearly half an inch in either direction due to measurement error and actual variations in height. You are slightly shorter in the evening, after gravity has compressed and reshaped your spine over the course of a day. One measurement of a man's height is 6 feet and 1 inch. Express his height in meters, using the appropriate number of significant figures.

How does something that operates in milliseconds compare to something that operates in nanoseconds? What is the difference in terms of the order of magnitude?

A long-distance runner kept up a pace of 8.0 minutes per 1 km for a total of 6530 seconds. How many miles did the runner travel? Assume that 1 mile is equivalent to 1.61 km. Answer isn't  8.447 8.45 4,800 8.248 13.6 6,530 8.5

Suppose your hair grows at the rate of 1/34 inch per day. Find the rate at which it grows in nanometers per second. Because the distance between atoms in a molecule is on the order of 0.1 nm, your answer suggests how rapidly atoms are assembled in this protein synthesis.

Part II. Significant Figures The significant figures in a number are all figures that are obtained from the measuring process and exclude those zeros that are included solely for the purpose of locating the decimal point. This definition will be clarified with a number of examples. Number 123 12.3 2016 2.016 2.016 X 10³ 2.01 X 10¹ 2.0 X 10³ 2 X 10³ 10³ 410 410. 4.1 X 10² 4.10 X 10² 41.0 .00159 1.59 X 10 3 0.2 Significant Figures Comments

In the figure, three 0.02 kg particles have been glued to a rod of length L = 13 cm and negligible mass and can rotate around a perpendicular axis through point O at one end. How much work is required to change the rotational rate (a) from 0 to 20.0 rad/s, (b) from 20.0 rad/s to 40.0 rad/s, and (c) from 40.0 rad/s to 60.0 rad/s? (d) What is the slope of a plot of the assembly's kinetic energy (in joules) versus the square of its rotation rate (in radians-squared per second-squared)?

16. The number of seconds in 1 week when expressed in scientific notation rounded to the nearest tenths: * 6.0 x 105 s О 7.1 х 106s О 3.3х 107 s O 8.2 x 108s