Numerade

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An element is acted upon by the following stresses: \sigma _(x)=1500 psi,\sigma _(y)=22500 psi , and \tau _(\tau v)=-10000 psi. (a) By means of the equations compute the stresses on the sides of an element oriented 30\deg clockwise with the x-axis. (b) Find the value of \phi for maximum and minimum normal stress and compute the values of these stresses. (c) Repeat part (b) for maximum shear. (d) Make a view showing the given state of stress, and draw the corresponding Mohr circle. Scale the stresses for the element oriented 30\deg from the x-axis, and compare them with the results secured by use of the equations. Draw a view of this element with the stresses placed thereon (e) Scale the values of the maximum and minimum normal stress and represent them by arrows on an element oriented at the proper angle. (f) Repeat for the element that is subjected to the maximum shearing stress. Ans. Max\sigma =26500 psi;max\tau =14500 psi.

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An infant with severe respiratory distress as reposition with padding under their shoulders, placing them in a stiffing position what assessment finding indicates the intervention was successful

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Hemiaceral lacetal 1. Product of \#1 Hydrolysis

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5 2 points Ancient Roman grammar instruction, as practiced by Quintilian, focused solely on memorizing grammar rules. True False What was a Grammar s only availab taught adva

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Would the strength of the gravitational force between two massive objects increase or decrease if they were brought closer together?

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Find the length of the curve $y = x^2$ over the interval $[0, \frac{1}{2}]$. (2 points available if integral table used, 5 points available if the integral table is not used). Hint: $\int sec^3(\theta) \,d\theta = \frac{1}{2} sec(\theta)tan(\theta) + \frac{1}{2} ln|sec(\theta) + tan(\theta)| + C.$

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Solve the equation: 2^(x+5)=3*(5^(x))/(2^(x-2)). Give your answer in the form x=(lna)/(lnb), where a,binQ. Solve the equation 2+5=3 a,beQ. Ina .where Inb [5n

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A wire loop that is carrying a current $I$ is shown in the figure. The direction of the current is also indicated in the figure. This loop is inside a magnetic field whose flux density is given as $\vec{B} = -5\hat{x} + \hat{y}$ The forces acting on this loop will try to \boxed{\qquad} it. And the net torque on the loop will try to rotate it along the \boxed{\qquad} axis (Note: Be careful about the sign of the axis as it will indicate the rotation direction).

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Process 1. One IBC topic will be assigned to each team. 2. Teams prepare a '3 minute teach back' on their IBC topic using Power Point. 3. Your teach back needs to be ready for when we start tomorrow morning. Best Group: Definition Stage

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README.txt 1. CODE IN JAVA 2. 1. Have the user enter a word. Based on the number of characters in that word, count from 1 to the length and then back down to 1. 3. Sample: 4. Please enter a word? 5. James 6. 1 2 3 4 5 7. 54321 8. 10 Please enter a word? 9. Bike 10. 1 2 3 4 11. 4321 12. 15 2. Have the user enter a word and then print out only the middle of the word, excluding the first and last characters. After that, have the program count and print out the number of t's in the new word. 16. Sample: 17. Please enter a word? 18. teeth 19. teeth becomes eet 20. eet has its 22. Sample enter a word? 23. texas 24. texas becomes exa 25. exa has no t's 28. 3. Have the user enter an even-lengthed word. Print out the first half of the word backwards and print out the second half of the word forwards. Tell the user if they have a palindrome. 29. Sample: 30. Please enter an even-lengthed word: 31. chip 32. first half backwards: hc 33. second half forwards: ip 34. Not a palindrome. 35. Sample: 28 maam 36. first half backwards: am 37. second half forwards: am 38. A palindrome

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miguel -ngel d.