PLS HELP WITH THIS!! Proportional relationships can be represented through tables, graphs, equations, and verbally. Three situations are described. Situation 1: https://snag.gy/3AQoNt.jpg Situation 2:y = 5.5x Situation 3: Ms. Theriot types 105 words in 3 min. Match the representations that have the same proportional relationship as the situations described. A. https://snag.gy/6RowYe.jpg B. It takes a painter 12 h to paint 2 rooms C.https://snag.gy/p4cWgi.jpg D. y=35x E. y=6x F. https://snag.gy/NBlf1Z.jpg G. Crystal makes $5.50 per hours babysitting. Answer: situation 1: situation 2: situation 3:
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I'm not really sure what the question is asking here, but I can help to make sense of the graphs and equations if that is what you need. For instance, situation 1 under question 4 is a graph of the equation "y=6x", since the line starts at (0,0) and increases by 6 vertically for every 1 increase to the right. What you're meant to do with this information, I'm not certain. For the second one, I think I can definitely help you match the graphs, equations and tables, if that's what we're looking for
For starters, we'll see that the first table, A, increases by 6 in terms of y for every increase in x by 1. That pattern matches the equation "y=6x", which we see in equation C. So those two would match together. Situation B states "it takes a painter 12 hours to paint 2 homes". Now, if we assume the painting is happening at a constant rate, it would take the painter 6 hours to paint 1 home. Where have we seen this 6:1 ratio? Indeed, situation B would also match with table A and equation C. Equation D describes a ratio of 35:1, which we can see in graph F. Now, that leaves G as an odd one out, since there's no other situation that matches the 5.5:1 ratio. I'm not sure if that's entirely acceptable, but it looks like that's the way things have to be.
wow! thank you so much for your time!
No problem! Best of luck out there
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