The Absolute Value of ‘X’
This entry goes out to the best subject everrrr, Math17.
4x^2 + kx + 6 = 0 has real and unequal roots. Find k so that the quadratic equation has one root equal to -2.
What on earth are real and unequal roots? Are there fake and equal ones? Since when did math equations start growing roots? How can a root be equal to a negative two? And now I have to find a ‘k’?! Come on silly, I can do this. How hard can this be?
Well who said Math 17 is going to be easy.
The mere mention of Math 17 never fails to give me a slight heart attack. It is as if it was not made for me or I was not made for it. For the past two months, I have been reluctuntly dragging myself to class, silently wishing for the class to end early, and constantly checking the time only to find out that I still have an hour left to suffer in that makeshift torture chamber. Math used to be easy, until letters and radicals and rational expressions were added. But it has never been this hard. The discussions are fast-paced; lessons which took me weeks to understand back in high school are now tackled in a day’s lecture. The difficulty level of the problems we solve in class is beyond human’s intellectual ability.
But I am optimistic that I will pass Math 17. What keeps me so much more positive about passing the subject is the whopping singko I got for the first long exam. The exercises are nothing compared to the actual exam problems. You might be thinking I am overreacting but please let me share the exam’s first question:

Now I hate to say ‘I told you so.’
Oh, and by the way. k=11. I KNOW. Where on earth did that answer come from. How can a freaking ROOT be equal to ELEVEN. Come on. I think a process called “root extraction” is involved here. And It sounds like a bloody surgical operation to me.






