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No, your solution is not correct, but thank you for trying to help! It's still greatly appreciated!

The Answer is B. 

Since at the point of intersection, the two equations will have the same values of x and y, we set the two equations equal to each other. This gives an equation that we can solve for x

Then we substitute that x value in one of the line equations (it doesn't matter which) and solve it for y.

(That is how you solve for the intersection.)

Hope this helps you learn!

\(x\) is the number of hours Lenny worked in July and \(\frac{1}{2}x\) is the number of hours that Lenny spent working in June.

We know that Lenny worked 84 hours, so we add the two coefficients to get \(1.5x = 84 \)

This means that in the month of July, Lenny worked 56 hours, and in the month of June, Lenny worked 26 hours. 

\(x=56 \) and \(1.5x = 28\)

Hope this helps!

I appreciate the answer, but I don't think it is correct. I want an explanation along with the answer, because I really want to learn how to solve these types of probability problems. Thanks!

This problem has stomped me for sooooo long. Now thanks to your help, I learned how to do problems like this!

Thanks to you guys, I learned how to do problems like this in the future!