What is F if the suspended crate weighs 500 lbs and theta=30 degrees?
Part A) If theta= 58 degrees and F=500 N, determine the magnitude of the resultant force. Part B) If theta= 58 degrees and F=500 N, determine the resultant force direction, measured counterclockwise from the positive x axis.
What is the magnitude of the forces when F=3, theta = 10 degrees. In kN? у 4 kN F 15° 0 IT 30° х 6 kN
A child weighs 40 lbs and has an order for Amoxicillin 500 mg po q8h. The pharmacy sends you Amoxicillin oral suspension 250mg/5mL. How many mL will the nurse administer for each dose?
A three year-old child that weighs 38 lbs. is to receive 500 ml of dextrose 5% in NS over 8 hours. How many ml/hr will the nurse set the infusion pump?
1. Order: Amoxicillin 500 mg po q12hr .child weighs 40 lbs. safe range is 20-30 mg/kg/24hr a. what is the safe 24 hours dose in mg? b. is the ordered dose safe for a 24 hours period? c. How many mg/ dose will the patient receive? 2 Order: phenytoin 60 mg po q 6 hr. Child weighs 57 lbs. The safe range is 8-10 mg/kg/24hr. a. What is the safe 24 hr dose in mg b Is the ordered dose...
Disk A weighs 1.80 lbs with a radius of 1.20 in and is sliding on a smooth horizontal plane (i.e., parallel to the ground) as shown in the figure. Disk B weighs 10.9 lbs with a radius of 2.20 in and is initially at rest. The coefficient of restitution between the two disks is 0.300. What is the angle (degrees) between the positive y axis and the line of impact? What is the speed of disk B after the impact?...
What is the BMI for an individual who weighs 162 lbs and stand 65 inches tall? Is this person obese or Overweight or Underweight?
A worker pushes a 100 kg crate upward a distance 5.0 m along a frictionless conveyer that makes an angle of 30 degrees with the horizontal. The force she exerts is parallel to the conveyer. If the speed of the crate is constant, the work done by the worker is A 250 J B -2,500 J C 2,500 J D 500 J E -250 J F -500 J
the solid homogeneous cylinder is released form rest on the ramp if theta=30 degrees Ms=.2 and Mk=.1, w=15lb, r= 8" determine the a. magnitude of the acceleration of the mass centered at g b. the magnitude of the frictional force exerted by the ramp on the cylinder c. the minimum value of static frictional coefficient Ms to insure pure rolling and no slipping
Theta is 30 degrees Wall (3) The gate shown in the figure is 1.2m wide and has 10 kN weight. The gate has uniform density and rests against a smooth wall at A. If the density of the seawater over the gate is 1025 kg/m', determine: (a) the resultant force on the gate due to sea water pressure, (10%) Sea water Density = 1025kg/ml 5.1m Gate 2.2m B Moment of inertia equation for a rectangle (b) the location of the...