Using General Error Propagation Equation
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Using General Error Propagation Equation 3. A right triangle has base b=100 ± 1 ft and...
3. A right triangle has base b=100 ± 1 ft and adjacent angle e = 30° ± 0.50 height h and its uncertainty. Calculate the (4 pts)
3. A right triangle has base b=100 ± 1 ft and adjacent angle e = 30° ± 0.50 height h and its uncertainty. Calculate the (4 pts)
#3 please help A right triangle has base b=100 ± 1 ft and adjacent angle θ-30° ± 0.5°. Calculate the height h and its uncertainty. 3. (4 pts) 4. Show that if faxy, then the uncertainty in f can be written as: (2 pts)
Using General Error Propagation Equation. 1. The acceleration of gravity g can be obtained by using the simple pendulum and the following equation: (4 pts) 7 Calculate the acceleration of gravity g and its uncertainty if L- 92.95:0.05 cm and T 1.933t 0.009 s.
Error Propagation - Physics 1. The acceleration of gravity g can be obtained by using the simple pendulum and the following equation: (4 pts) 7 Calculate the acceleration of gravity g and its uncertainty if L- 92.95:0.05 cm and T 1.933t 0.009 s.
1) a) Draw a right triangle that has one angle measuring 30°. Label the sides using lengths 3,2 and 1. b) Identify the adjacent and opposite sides relative to the 30° angle c) Redraw the triangle and identify the adjacent and opposite sides relative to the 60° angle. 2) a) Draw a right triangle that has one angle measuring 45°. Label the sides using the lengths 1,1, and VE b) Identify the adjacent and opposite sides relative to one of...
Part B As shown, a triangle has a base of b-4.20 ft and a height of h = 5.10 ft . (Figure 1)What is kI' the triangle's radius of gyration about the x axis? Express your answer numerically to three significant figures and include the appropriate units. View Available Hint(s) kValue Units Submit
1-2. a) b) c) In the right triangle ABC shown, c-25 ft and angle A -48° Determine side a. Determine side b. Determine height h. Cl
11. (5 pts) The area of a triangle of height h and base length b is A bh/2. The differential of the area is: 2 2 (a) A change in the length of the base is denoted: (circle the correct answer) dA db dh (b) If the area is held constant, then: (circle the correct answer) dA <0 dA>0 (c) If the height decreases by half a unit, what is the value of dh? dh- ) For a triangle with...
KEYS TO SOLVING FOR A MISSING SIDE OF A RIGHT TRIANGLE 1. Know one side and one acute angle. 2. Set up the proper trig proportion using the angle and sides. 3. Solve the proportion for the missing side. р Exercise #4: Use the diagram below and trigonometry to find the length of BC to the nearest tenth. Exercise #5: An isosceles triangle has a base of 26 inches and base angles that measure 64º. Determine: (a) the height of...