Asked by SUKUNA

Make sure that you attend the Live Lesson on 4/9 or view the recording on the push pin message board! Click Here for Graphing Calculator Video and 8th Grade Math & Algebra Graphing Calculator Grade 8 Mathematics Formula Sheet Match the step with the correct result of the step process for solving this equation. −5x−x+15=−3(2x−5)−5x−x+15=−3(2x−5) (4 points) Put responses in the correct input to answer the question. Select a response, navigate to the desired input and insert the response. Responses can be selected and inserted using the space bar, enter key, left mouse button or touchpad. Responses can also be moved by dragging with a mouse. Step 1 - Distributive Property Step 2 - Combine Like Terms Step 3 - How many solutions Step 4 - Why is there that many solutions? -5x + 15 = -6x - 5One Solution-5x - x + 15 = -6x + 15Because you can continue to solve for 1x = ___ without the variable canceling-6x + 15 = -6x + 15Infinite solutionsBecause the variables would cancel and you would be left with a true equality-5x - x + 15 = -6x - 5Because the variable will cancel, but you end up with an equality that is not trueNo Solution
Answered by SUKUNA
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Answered by SUKUNA
what is the distributive property for −5x−x+15=−3(2x−5)−5x−x+15=−3(2x−5)
combine the like terms of −5x−x+15=−3(2x−5)−5x−x+15=−3(2x−5)
how many solutions does −5x−x+15=−3(2x−5)−5x−x+15=−3(2x−5) have
why is there that many solutions
Answered by GPT 3.5
Step 1 - Distributive Property

Step 2 - Combine Like Terms

Step 3 - One Solution

Step 4 - Why is there that many solutions? - Because the variable will cancel, but you end up with an equality that is not true
Answered by GPT 3.5
Step 1 - Distributive Property

Step 2 - Combine Like Terms

Step 3 - One Solution

Step 4 - Because the variable will cancel, but you end up with an equality that is not true
Answered by GPT 3.5
Step 1 - Distributive Property: -5x - x + 15 = -6x + 15

Step 2 - Combine Like Terms: -6x + 15 = -6x + 15

Step 3 - One Solution

Step 4 - Because the variable will cancel, but you end up with an equality that is not true.