What is the weight of a 500 g package of spagetti noodles? A) in Newtons B) in oz.

SI to US conversion, explain how many cubic feet are in 5.00 cubic meters. Show all work, include all steps, and include answer in both scientific notation and decimal form.

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Physics written by hand.

AT TNIS KATE, NOW MUCN Meat COuld you buy foR $30? 16 Stuart OWNS a window washing businesS. He caN wash the windows ON 9 houses iN 4 houRS. At this Rate, how lONg would it take hiM to wash the Windows ON 45 houses? How MANY houses cOuld he wash İN 12 houRS?

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a) Determine the mass of a student in kg who weighs 140 lbs. using the conversion factor 1 kg = 2.2 lbs. Round your answer to the nearest tenth. b) Convert 18.1 kilograms into grams.

The depth of the ocean is sometimes measured in fathoms (1 fathom = 6 feet). Distance on the surface of the ocean is sometimes measured in nautical miles (1 nautical mile = 6076 feet). The water beneath a surface rectangle 4.40 nautical miles by 3.50 nautical miles has a depth of 26.0 fathoms. Find the volume of water (in cubic meters) beneath this rectangle. Number i Units

YOUR TEACHER PRACTICE ANOTHER Body surface area is an important piece of medical information because it is a factor in temperature regulation as well as some drug level determinations. The Hosteller formula gives one way of estimating body surface area B, in square meters. The formula uses the welight w, in kilograms, and the height h, in centimeters. The relation is /hw Consider a man who weighs 80 kilograms (a) write a formula for B as a function of h. 60 (b) what height range will resut in a body surface area range from 1.7 to 2 souare meters? Ohsi80.00 cm Ons130.0s cm or h a 160.00 cm O no solution 130.05 cmshs180.00 cm On2130.05 cm

In the diagram below there is a thick-walled cylindrical tube. Its height is H = 5.0 m, its inner radius is R1 = 1.0 m, its outer radius is R2 = 3.0 m and its mass is M = 10.0 kg. The volume density is proportional to the square of the height h measured from the top of the cylinder: p x h?. R2 a) Proof that the proportionality constant k (p = kh?) is k = , ms 100m b) Determine the position of the center of mass of this object. c) Determine I, the moment of inertia of the cylindrical tube around the axle going through the center of the top (as shown on diagram). You can use lying =mr? (the rotational inertia of a ring of radius r and mass m rotating around an axis parallel to it, through its center).