The reply is A. x= -2 the primary alternative

The graph of the perform 0.5x 4 is a straight line. The options of 2x^2 2 = -0.5x 4 are the factors the place the graphs intercept one another. That occurs at two factors. Theyre: (1.6, 3.2) and (-1.9, 4.9) So, now you can select the worth of your record of selections thats near a kind of factors.

Reply 6

Reply 6

Reply 6

The approximate resolution you require is the x coordinate of the purpose of intersection of the two graphs.

The graph of the perform 0.5x 4 is a straight line. The options of 2x^2 2 = -0.5x 4 are the factors the place the graphs intercept one another. That occurs at two factors. Theyre: (1.6, 3.2) and (-1.9, 4.9) So, now you can select the worth of your record of selections thats near a kind of factors.

The graph of the perform 0.5x 4 is a straight line. The options of 2x^2 2 = -0.5x 4 are the factors the place the graphs intercept one another. That occurs at two factors. Theyre: (1.6, 3.2) and (-1.9, 4.9) So, now you can select the worth of your record of selections thats near a kind of factors.

The reply is A. x= -2 the primary alternative

The answer(s) to a system of equations would be the level(s) of intersection between the 2 or extra strains on the graph. On this case, there are two factors of intersection. Level one (on the left) seems to be at about (1.9, 4.9) and level two (on the appropriate) seems to be at about (1.6, 3.2) to me. Check out the graph your self and decide whether or not or not you assume the factors needs to be barely completely different. That is simply the ballpark of what I believe theyre. When doing estimation issues like these, so long as you get shut sufficient to the reply, your instructor will seemingly not mark your reply improper so long as you might be correct sufficient. You probably have a number of alternative solutions, merely select the reply that it most just like the factors that you just see on the graph. Hope this helped you out!

This post is last updated on hrtanswers.com at Date : 1st of September – 2022