1. Submit on zyLabs When designing structures, it is important to know the physical properties of your construction materials, and the forces that will be exerted on those materials after construction is complete. For example, we often use fasteners like bolts and screws to bear loads in static and mechanical constructions. Two of the types of loads that fasteners must bear are called tension and shear loads. Tension Joint > Load Shear Joint Images from and numbers adapted from Fastenal Technical Reference Guide, htw ww.fastenal.com/content/documentsEastenal Technical Reference Guided While tension loads put strain on the fastener lengthwise, in a stretching motion (top image above), shear loads put a strain on the fastener in a cross-sectional direction (bottom image above), in a bending or snapping motion, Fasteners are made from different materials, cach with different tensile and shear "strengths. The strength of a material is defined as the maximum load that it can bear in a certain direction without deforming Table I below shows the strengths of different materials out of which we construct fasteners Write a function in MATLAB that has two inputs: - A shear load(as the first input) - A tensile load(as the second input) Shear Strength (pounds in Tensile Strength pounds/in Material Grade 1 Steel Grade 2 Steel Grade Steel Grade 4 Steel 85000 Have your function return one output, a string with the name of the lowest grade material from Table 1 that can handle those loads. If one of the materials can handle the load, please return the string 'Consider a redesign! For example, if you wrote: gradeToUse - Rec3Prob (40000 80000) You would see the string Grade 3 Steel' inside of the variable grade ToUse. 1.2 Homework #2: Orbit ACTIVITY 12.1: Homework 2 Orbit Recitation/zyLabs Assignment 2.1: Orbit The first output MUST be theme win the circular approximation The second ou MUST be theme with Ramanujan's for approximation The third output MUST be the time with a second approximation The first inpur UST be the major length The second input MUST be the minerals length . The third ingut MUST be the orbital velocity Function Save Roset MATLAB Documentation 1. Submit on zyLabs When designing structures, it is important to know the physical properties of your construction materials, and the forces that will be exerted on those materials after construction is complete. For example, we often use fasteners like bolts and screws to bear loads in static and mechanical constructions. Two of the types of loads that fasteners must bear are called tension and shear loads. Tension Joint > Load Shear Joint Images from and numbers adapted from Fastenal Technical Reference Guide, htw ww.fastenal.com/content/documentsEastenal Technical Reference Guided While tension loads put strain on the fastener lengthwise, in a stretching motion (top image above), shear loads put a strain on the fastener in a cross-sectional direction (bottom image above), in a bending or snapping motion, Fasteners are made from different materials, cach with different tensile and shear "strengths. The strength of a material is defined as the maximum load that it can bear in a certain direction without deforming Table I below shows the strengths of different materials out of which we construct fasteners Write a function in MATLAB that has two inputs: - A shear load(as the first input) - A tensile load(as the second input) Shear Strength (pounds in Tensile Strength pounds/in Material Grade 1 Steel Grade 2 Steel Grade Steel Grade 4 Steel 85000 Have your function return one output, a string with the name of the lowest grade material from Table 1 that can handle those loads. If one of the materials can handle the load, please return the string 'Consider a redesign! For example, if you wrote: gradeToUse - Rec3Prob (40000 80000) You would see the string Grade 3 Steel' inside of the variable grade ToUse. 1.2 Homework #2: Orbit ACTIVITY 12.1: Homework 2 Orbit Recitation/zyLabs Assignment 2.1: Orbit The first output MUST be theme win the circular approximation The second ou MUST be theme with Ramanujan's for approximation The third output MUST be the time with a second approximation The first inpur UST be the major length The second input MUST be the minerals length . The third ingut MUST be the orbital velocity Function Save Roset MATLAB Documentation
