Are the solutions still available for #1? Thank you!

Katherine, absolutely, I'll email it to you.

John

Hello John, Is it possible to get solutions for these?
Thank you!

sending now!  John

Can I get a copy of the solutions, please?
Thank you-

sending now!   John

Could I get a copy of the worked solution to number 1 and number 12 please?
Thank you!

sending now, John

Is there a document with all the problems worked out?

John, like most others I too would like a copy of a worked out 1 C and D

Sent!

Hi John, could I also have a copy of the worked solutions?
Thank you!

John - we don't post the worked out solutions - if you have a question about a problem or two we can work those out and send those to you. - Melissa

Okay - sorry about that. Could I get some help with 1c and 1d? Thank you.

John, I'll send it to you. And if you look at the new free response set, I moved this problem to the end - it was scaring too many students.

Can I see the worked solution for 11d? Thank you.

I sent it to your email.  John

Can I see the worked solution for 11d? Thank you.

John, I'm emailing it to you now.  John

Hiya! Can I get some help on #3 (worked out solution?).  I do not understand the diagram so I am struggling to get started.  Thanks!

Michelle, I'll send it to your email.  John

Hello, would it be possible for me to also get worked out solutions to this problem set? Thanks!

Jorge, we don't send out the complete set - but if you have questions on some of them, I can send them to you.  John

I am in the same boat with Michelle, up above. I can not get the final answers you got for #3, thanks in advance. 👍

Jorge, sending it now.  John

Hi, could I get solutions to #14 and #3?  For 14, I do not see why it is M+m and not just m on c/d.  Thank you!

Rich, I'm sending the solutions now.  For #14, we added the two simultaneous equations - the first one describing the forces on m and the second one describing the forces on M. The acceleration that M feels is a combination of the rope accelerating down (a sub b) and M accelerating down the rope at (a). When the two equations are added, that gives us an Ma that adds to a sub b, resulting in the M + m term.   John

Hello, could I get solutions for #3, #6 and #7?  Thanks!

Jane, I'll email them to you.  John