**MASTER** SAT® / ACT® Completing the Square Questions

[@astridalvarez4426]

Thank you for the tips 😁

[@jackiepollina9527]

You’re welcome! Always happy to help ☺️

[@Toyomogh]

This was soooo helpful

[@jackiepollina9527]

So happy to hear!! :)

[@kimmy8286]

Ahh im so nervous because my test is tomorrow. Thank you so much for helping me understand this a bit more!!:)

[@jackiepollina9527]

I’m so glad this video helped! Best of luck today - hope all goes well! ☺️

[@nafesasiddique6806]

Thank you! My test is tomorrow and this was very very helpful. You explain it so easily and clearly 💕

[@jackiepollina9527]

So happy to hear the video helped! Best of luck tomorrow - rooting for you always 💕

[@ncwave3833]

Thanks!, Great stuff. I was going over quadratics (from no b.s. ast math) and had a question on pg.109 question 2. I don't get why we can't go -2x^2 to the other side in 2x^2=x+5. My favorite math book by the way thank you so much

[@jackiepollina9527]

So glad to hear you are loving it! You totally can do that! You can either move the 2x^2 or the x + 5. Either way, you’d get the same answer.

[@paolacrespo6441]

Hello! Can you do a video about linear and exponential growth? pls

[@jackiepollina9527]

Great idea! Will add to my video list!

[@katerinag4257]

at the very end why is the answer center with both negatives? also great video!!

[@jackiepollina9527]

The formula for the equation of a circle negates the “h” and “k”: the formula is (x - h)^2 + (y - k)^2 = r^2, and the corresponding center is (h, k). So if it were (x - 3)^2 + (y - 6)^2, the center would be (3, 6). However, if positive numbers appear inside, like for (x + 3)^2 + (y + 6)^2, the center is negative because -(-3) is the same thing as +3 and -(-6) is the same as +6.

[@jackiepollina9527]

And thank you btw! :)