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jessica bell

jessica b.

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Three forces are applied to structure. Knowing that the cross section containing point H is a 10 mm x 45 mm rectangle, determine: (a) the principal stresses at point H and construct the Mohr's circle. (b) the maximum shearing stress at point H. y 50 mm 150 mm 45 mm 1.0 kN A 10 mm B 5.0 kN D 160 mm x 2.0 kN

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In using the sales comparison approach, the appraiser concludes that the location of Sale #1 is inferior to the location of the subject property but is superior to the location of Sale #2 which also is inferior to that of the sale property. The correct entry would be to adjust both sales up to the subject property. both sales down to the subject property. Sale #1 up and Sale #2 down. Sale #1 down and Sale #2 up.

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20. If Paula requests an extension to file her individual tax return, the latest she could file her return without a failure-to-file penalty is: A. September 15 B. October 15 C. August 15. D. November 15 E. None of the choices are correct.

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bicyclist starts from rest and begins riding down the street. After her wheels have rotated through ten revolutions, they have acquired an angular velocity of 21 rad/srad/s. Determine the angular acceleration of her wheels. A grinding wheel is spinning with an initial angular velocity +ω0+ω0. When its motor is turned off at t=0t=0, it begins to slow down with an angular acceleration −α−α. Derive an expression for the number of revolutions that the wheel will rotate through before coming to rest.

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Activity: Gravitational Force: 1. A \( 50-\mathrm{kg} \) person and a \( 70-\mathrm{kg} \) person are sitting on a bench close to each other. Estimate the magnitude of the gravitational force each exerts on the other. 2. Two objects attract each other gravitationally with a force \( 2.5 \times 10^{-10} \mathrm{~N} \) of when they are 0.25 m apart. Their total mass is 4.00 kg . Find their individual masses. Gravitational Field: 1. Treating the Earth as a perfect sphere, find the field strength at the Earth's surface if the radius of Earth is \( 6.4 \times 10^{6} \mathrm{~m} \) and mass of \( 6.0 \times 10^{24} \mathrm{~kg} \). 2. Compute g for the surface of the moon. Its radius is \( 1.7 \times 10^{6} \mathrm{~m} \) and its mass is \( 7.4 \times 10^{22} \mathrm{~kg} \).

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calculate the entropy change when 1.36 mol of a perfect gas with is heated from 185K to 350K and at the same time expanded from

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A mass m is attached to a linear spring of stiffness k. The 'natural period of free vibration is observed to be 0.35 sec. When a mass weighing 2 lb is added to the system, the period increases by 10%. Determine the weight of the mass m and the stiffness k for the original system.

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"Each piece of this machine is made of a special lightweight metal; therefore, the whole machine must be light in weight." This sentence is an example of: the fallacy of composition the fallacy of division

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Freddie died on September 20, 2020, with the following assets: 1. A life insurance policy on Freddie's life with a face value of $500.000 and an interpolated terminal reserve of $40,000 and prepaid premiums of $3.000. His son Finley is the beneficiary. 2. Stock in Isla Incorporated worth $200,000, which Freddie bought for $180,000 3. The attorney's spent $15.000 to administer the estate assets. 4. Prior Gifts: In 1995, Freddie gifted his personal residence to his son. Freddie purchased the home for $150,000 and at the time of the gift the home had a FMV of $400,000 5. Freddie received income from a trust set up by his uncle who died in 2010. Under the trust, Freddie was entitled to receive $10,000 annually for life. Upon his death, the trust allowed Freddie to appoint the assets of the trust to whomever he wished. At his death, the assets in the trust were worth $300,000, which Freddie appointed to his son. Calculate Freddies Estate Tax Base Value included in the Estate for Life Insurance Policy Value included in the Estate for the isla Stock Deduction allowed for administrative expenses Adjusted Taxable Gifts Assets in the Trust created by Freddie's uncle Total Estate Tax Base

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Question 5 4 pt In a fair-share scheduling environment, User 1 owns 3 processes (A, B and C) and User 2 also owns 3 processes (D, E and F). User 1 is assigned with 60% of the CPU and User 2 is assigned with 40% of the CPU. There are many ways to schedule the processes. Please show any one scheduling (format: AABCADDDD...) of the processes and explain why your scheduling satisfies the fair-share scheduling.

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