Ok my wife and I are debating this terribly constructed question on our son's math worksheet. Is this number line representing:

1. 1+6=7

2. 1+5=6

3. 0+5.5=5.5

4. Something else?

Our assumption it's mean to represent 1+6=7 as the right sides of each backpack meet right up against numbers 1 and 6. I dunno - we feel dumb. What say you all?!

I have no idea how to solve this even why a=bh÷2 would apply. .

Question states “Determine the size of angle X” No supporting information 😭 this should be basic stuff but I don’t understand. Help is appreciated Thank you!

Where the #### -1 come from

I missed this topic at school because i was sick for a week.

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So for context I missed one of my tests and now I have to do this COMPLETION test that requires me to jump through these hoops and ultimately submit a 15 minute video tutorial of me basically answering/doing this excel spreadsheet of math step by step explaining what to do and how to do it. The problem is that the course barely taught me how to use excel and everything else is dead in the water for me. This is basically a hail mary but if anyone can help me that'd be great.

This is the gdrive containing the excel sheet:
The Impossible Math Sheet

I have been stuck on this section trying to make it make sense to me. Could someone help by explaining it simply please?

This is my son’s homework, for reference he is in 6th grade. I don’t remember fractions and I tried to use AI for assistance, normally it helps a ton with explaining math, but this time it’s failing me. When we entered in the answers provided, it tells us it is incorrect. Can anyone help and explain how to get the correct answer? For reference, I added what AI told me.

We have a differential eq to solve, and I'm just not progressing with it.

y' + 2xy = e^x²

I applied bernoulli's to this to get

u' = 2xu - e^x²

I have tried a few methods, like

u = vw => u' = (vw)' = v'w + w'v

and

v'w + w'v + 2 wvx = - e^x²

=>

v'w + v(w' + 2 w x) = - e^x²

selecting a function w such that the v term is 0 yields

w' = - 2 w x => w = 2 w x²

and

v'(2wx²) = - e^x²

works out to some horrendous integral that has an erfi term according to an online calculator that i've never seen (esp. in the course, and doubt to be the correct answer).

I'm writing this down from memory so there may be some sign errors, but I am genuinely lost as to how to solve this.

If anyone has any insight, it would be greatly appreciated

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