3.6 Question 229

3.6 Question 229

Postby Eigenvalue » Mon Sep 28, 2026 9:00 pm

Find dy/dx for each function:
y=[tex](5-2x)^{-2 }[/tex]
Eigenvalue
 
Posts: 845
Joined: Mon Aug 10, 2026 10:38 pm
Reputation: 319

Re: 3.6 Question 229

Postby Eigenvalue » Mon Sep 28, 2026 9:02 pm

y'=-2[tex](5-2x)^{-3}[/tex]*(5-2x)'
=-2[tex](5-2x)^{-3}[/tex]*(-2)
=[tex]\frac{4}{(5-2x)³}[/tex]

Eigenvalue
 
Posts: 845
Joined: Mon Aug 10, 2026 10:38 pm
Reputation: 319

Re: 3.6 Question 229

Postby nycmath » Mon Sep 28, 2026 9:04 pm

Eigenvalue wrote:y'=-2[tex](5-2x)^{-3}[/tex]*(5-2x)'
=-2[tex](5-2x)^{-3}[/tex]*(-2)
=[tex]\frac{4}{(5-2x)³}[/tex]


Smooth

nycmath
 
Posts: 1574
Joined: Mon Aug 10, 2026 10:40 pm
Reputation: 59


Return to Calculus - integrals, lim, functions



Who is online

Users browsing this forum: No registered users and 1 guest