we have this problem in our class today that left me puzzled. here it is Lets say i have a rod. and this rod has a length of 50 cm lol. lets say this rod has a nonuniform density. 2=A+BVx lets say lambda is measured in g (gram) per m (meter) and x would be measured in m. A = 50 g/m B = 25 g/m^3/2 %3D FIND:: a. need to find the dm for this one shape b. get the mass of our rod c. get the centre of mass of our rod
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For the purposes of this problem:
- \( \lambda \) is measured in grams per meter (g/m),
- \( x \) is measured in meters (m).
Given:
- \( A = 50 \text{ g/m} \)
- \( B = 25 \text{ g/m}^{3/2} \)
We need to find:
a. The differential mass (dm) for this rod shape.
b. The total mass of the rod.
c. The center of mass of the rod.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F737222ef-5c70-4907-93aa-2c2d7afd58f4%2F2ae14a32-e883-485a-82ca-583b18b71a56%2Ft3fh82_processed.jpeg&w=3840&q=75)
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