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The answer will depend on how wide and thick it is.

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Q: What is the mass of a wooden meter stick in hectograms?
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The mass of a meter stick in hectograms?

The answer will depend on the material of the metre stick. Some are wood but there are also plastic or metal ones.


Jane has a mass of 50 kilograms Express her mass in grams and hectograms?

Jane's mass in grams: 50,000 grams Jane's mass in hectograms: 5 hectograms


Which has a greater mass 2.2 hectograms or 2.2 decigrams?

2.2 hectograms.


What is the mass of a wooden stick?

The mass of a wooden stick can vary depending on its size and density. On average, a small wooden stick may weigh a few grams, while a larger one could weigh several ounces.


What can you measure with hectograms?

Mass.


What can we measure in hectograms?

You can measure mass.


Do A 150-g object is placed at the zero end of a uniform meter stick. The meter stick is balanced with a fulcrum at the 25-cm mark. What is the mass (in g) of the meter stick?

since it is balanced the net moment about the pivot is zero. The meter stick center of gravity mass is at the 50 cm point, or 25 cm to the right of the pivot. 150 x 25 = mass of stick x 25 ; so mass is also 150 grams


What is the center of mass on a meter stick?

At 500 mm, halfway through the width of the stick.


What would you use to find the mass of a person?

meter stick


Are inches the same as hectograms?

No, inches and hectograms are not the same. Inches are a unit of measurement for length or distance, while hectograms are a unit of measurement for mass or weight. Inches are commonly used in the imperial system, while hectograms are part of the metric system.


What happends meter stick traveling close to the speed of light?

its mass increases as per Einstein's relativistic variation in mass...


Why isn't the center o gravity of the meter stick necessarily at axactly the 0.50-m mark?

The center of gravity of the meter stick depends on the distribution of its mass. If the mass is unevenly distributed along the meter stick, the center of gravity may not coincide exactly with the 0.50-m mark. It can be calculated by considering the mass and position of each segment along the stick.