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Did I just spend 3 hours failing to work out a maths question. Cried, took a break, came back and got it straight away?

Yup.

I've never felt so frustrated I swear.
OfflineFriend · 22-25 Best Comment
What was it ?
MartinTheFirst · 26-30, M
@SeductiveCactus Well first we check if it's an arithmetic or geometric series.

Checking for a geometric series:

a2/a1 = -7/3 = q
a3/a2 = -11/7 /= q
for it to be geometric a2/a1 = a3/a2 but it doesn't so it must be an arithmetic series, or it's not a series at all.

Now we look for simple patterns, we can see that every other number becomes negative. This means that it's multiplied by -1 that's raised to the power of k that's odd and even every other step in the series.

If we negate this change by making all numbers even, since we know that we need to find d = difference between each step, we can now take 7 - 3 = 15 - 11 = 19 - 15 which is indeed = 4

We now know that d = 4

we know that there's 7 numbers (steps) in the function, so we start with:
.7
.E(4k) = 4, 8, 12... etc
k=1

this doesnt look quite right, all the numbers should be odd, and if we compare the series each step in our series should be exactly 1 less. We try again.

.7
.E(4k - 1) = 3, 7, 11..
k=1

now we're getting close. We know that we need to make the first number negative, the second number positive, so on so forth. That's why we set -1^k

.7
.E(4k - 1)(-1)^k = -3, 7, -11...
k=1

and that's the workflow
SeductiveCactus · 26-30, F
@MartinTheFirst Ohhhhhhhh. Thank you so much. Explaining it really helped my understanding. I definitely need to study up more but now I think I know where to start when doing these types of questions. Just need some practice haha. I now know where to go to ask about this subject haha 😂
MartinTheFirst · 26-30, M
@SeductiveCactus MagnifiqueGirl can have the best answer on my behalf

JoyfulSilence · 46-50, M
I am a mathematician. Sometimes it takes a while to figure things out. And there is still so much I do not know or that is over my head.
SeductiveCactus · 26-30, F
@JoyfulSilence oh really? That's pretty cool. I enjoy maths, but I often find I always seem to make small mistakes and it messes with my final answer. And it gets so frustrating when I fell like I'm stuck on a real simple question. 🤯
JoyfulSilence · 46-50, M
@SeductiveCactus Yes. In college I graded math homework and so many errors were little. Proofreading helps. And breaking things out into little steps.
Picklebobble2 · 56-60, M
Sometimes you get stuck in a mode of thinking and no matter how long you stare at it, nothing changes.

I get this with work problems.
Mordi · 31-35, M
Nope, you didn't do that.
SeductiveCactus · 26-30, F
@Mordi oh it wasn't? Well then
Mordi · 31-35, M
Well then exactly.
SW-User
I no I gave up after a few attempts
SeductiveCactus · 26-30, F
@SW-User haha I wish I could have up. But it was apart of an assignment and cause of corona virus made out classes online, assignments were made to be worth more of our final grade.
SW-User
It happens to the best of us
maturedragon · 26-30, M
been there done that
ArishMell · 70-79, M
Yes - quite common that, not just in maths either. :-)
MartinTheFirst · 26-30, M

 
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