I am a driven and inquisitive aspiring engineer who enjoys being challenged in any position I pursue. I am passionate about personal and professional growth and learning any and everything I can get my hands on.
As a recent graduate from Tacoma Community College with an associate's degree in civil engineering (CE), I intend to continue my education to obtain my bachelor's degree in CE, along with an additional associate's degree in electrical engineering.
Although I do not have prior experience tutoring or teaching on a professional level, I have had the opportunity of presenting coursework material to my peers in a school setting. I have also had the opportunity of teaching certain material to a few of my classmates who were struggling with the lessons taught outside of school hours.
With this position, I hope to help thousands of other students with their studies as well!
Determine the maximum uniform loading $w$ measured in $1 \mathrm{b} / \mathrm{ft}$, that the cable can support if it is capable of sustaining a maximum tension of 3000 lb before it will break.
If $y_{B}=1.5 \mathrm{ft}$, determine the largest weight of the crate and its placement $x$ so that neither cable segment $A B$ $B C,$ or $C D$ is subjected to a tension that exceeds 2001 b.
A 50-ft cable is suspended between two points a distance of $15 \mathrm{ft}$ apart and at the same elevation. If the minimum tension in the cable is 200 lb, determine the total weight of the cable and the maximum tension developed in the cable.
A cable has a weight of 2 1 b / ft. If it can span 100 ft and has a sag of $12 \mathrm{ft}$, determine the length of the cable. The ends of the cable are supported from the same elevation.
Round each number to the nearest 10,100 and 1000 :(a) 3505(b) 500(c) $-2465$(d) - 9005
