brainslushy17 brainslushy17

09-10-2020
Mathematics

contestada

A steel beam can be cut to different lengths for a project.

Assuming the weight of a steel beam is proportional to its length, what information would you need to know to write an equation that represents this relationship?

Respuesta :

jcole0020 jcole0020

09-10-2020

Answer:None

Step-by-step explanation:

You can write a statement of proportionality without any additional information:

weight = k × length for some constant k

If you need to know the specific weight of a specific length, then you need to know the constant of proportionality (the value of k).

Answer Link

Otras preguntas

Neoliberal economic policies in the U.S. were first implemented under which of the following U.S. presidents? a) Ronald Reagan b) Donald Trump c) Barack Obama d

How to calculate Discount rate, IRR, NPV, nominal payback, and terminal value of Amber?

In a DNA molecule, information is stored in the ______ of the molecule. a. Pattern of nucleotides b. Phosphate groups c. Hydrogen bonds d. 5-carbon sugar

Suppose that workers have a reservation wage of $15. Calculate the wage and employment in each sector.a) Union $22.00 250b) Non-Union $18.50 350c) Union $20.00

In the story about the cop and the anthem, Soapy tried to get arrested by: stealing money from a bank. trying to rob a woman looking in a shop window. eating an

Could you please provide a properly formatted and complete version of the array A(n)?- a) Apple- b) Banana- c) Cherry- d) Date

You have discovered that someone has been trying to log on to your web server. The person has tried a wide range of likely passwords. What type of attack is thi

Philly's fertilized fish eggs don't hatch due to the example of which air pollutant? 1) Carbon monoxide 2) Sulfur dioxide 3) Nitrogen dioxide 4) Ozone

4.02 Advanced Landforms on Earth Activity Directions The forces of nature are all around us working to shape the surface of our planet. Your task is to search t

Find the value of x, y, and z in the rhombus below. 120⁰ (72+4)⁰ (-y+7)° (-3x+6)°