JMicheli

JMicheli joined Socratic 1 year ago. JMicheli hasn't written a biography yet.

6,428 karma · Dallas, Texas

Activity 89 Answers 28 Edits 1 Asked

@jmicheli JMicheli wrote an answer to An object with a mass of # 15 kg# is lying on a surface and is compressing a horizontal spring by #10 cm#. If the spring's constant is # 8 (kg)/s^2#, what is the minimum value of the surface's coefficient of static friction? .

5 months ago · Like
@jmicheli JMicheli wrote an answer to How do you differentiate the following parametric equation: # x(t)=e^t/(t+t)^2-t, y(t)=t-e^(t) #? .

10 months ago · Like
@jmicheli JMicheli wrote an answer to How do you write an nth term rule for #1,-4,16,-64# and find #a_6#? .

11 months ago · Like
@jmicheli JMicheli wrote an answer to How do you simplify #4/15 + 2/4#? .

12 months ago · Like
@jmicheli JMicheli commented Thanks! I can't believe it didn't occur to me to go with the simplest solution and just C&P in the appropriate symbol. on How can I write the reduced planck's constant in Socratic's math notation?

12 months ago · Like Stefan V. liked this.
@jmicheli JMicheli wrote an answer to How do you solve #x-7=13#? .

12 months ago · Like
@jmicheli JMicheli wrote an answer to How do you simplify #2+6(7n-6)#? .

12 months ago · Like
@jmicheli JMicheli wrote an answer to How do you convert #y=x-2y+x^2y^2 # into a polar equation? .

12 months ago · Like
@jmicheli JMicheli wrote an answer to How do you simplify #sqrt72-sqrt8+sqrt128#? .

12 months ago · Like
@jmicheli JMicheli commented I just went ahead and assumed they wanted the differential of a function #f(x,y)#. Gradient works well for that.

I guess since the section header is implicit differentiation that might have been where they were going with it.

But I'm here to solve problems, not to guess what the problem is. So I made it work. on How do you differentiate #sqrt(e^(x-y^2)-(xy)^2#?

12 months ago · Like
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