# Let f(x)=x^4-x^3. Show that the equation f(x)=75 has a solution in the interval [3,4] and use Newton’s method to find it. Please show work.?

• Let f(x)=x^4-x^3. Show that the equation f(x)=75 has a solution in the interval [3,4] and use Newton’s method to find it. Please show work.?

Answer to Let f(x) = x^4-x^3. show that the equation f(x) = 75 has a solution in the interval [3,4] and use Newton's method to fin...
Positive: 68 %
Use Newton's method to find the real root ... Please let me know if you have ... f''(x)=4/x^3 and making the equation equal to zero result in 0=4 which ...
Positive: 65 %

### More resources

Using Newton's Method to Approximate Solutions ... ( x + sqrt (x^2 + y^2))# ; find #f_x(3,4)# ? ... Show your solution. Use implicit differentiation ...
Positive: 68 %
Here f(x)=x 4 +x 3. ... f has a local minimum at x=-3/4. f has neither a local minimum nor a local maximum at ... Then the Newton's method equation, N=G-{f ...
Positive: 63 %
Calculus 5th edition Schaum series bak libre. Uploaded by. Sayed Ragab ...