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Hogar Banco de preguntas Matemáticas Cálculo Archive 2025 January 15

Calculus Questions from Jan 15,2025

Browse the Calculus Q&A Archive for Jan 15,2025, featuring a collection of homework questions and answers from this day. Find detailed solutions to enhance your understanding.

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Problem (2) Find the equation of the curve which passes through , and the product of the slope of its tangent at any point on it by the square of its - coordinate is equal to 2. Answer Resolver metodo In the following exercises, use a calculator to estimate the area under the curve using left Riemann sums with 50 terms, then use substitution to solve for the exact answer. 288. [T] over 289. [T] over 290. [T] over 291. [T] over In the following exercises, use a calculator to estimate the area under the curve using left Riemann sums with 50 terms, then use substitution to solve for the exact answer. 288. [T] over 289. [T] over 290. [T] over 291. [T] over 1) on 2) In the following exercises, use a calculator to estimate the area under the curve using left Riemann sums with 50 terms, then use substitution to solve for the exact answer. 288. [T] over 289. [T] over 290. [T] over 291. [T] over In the following exercises, use a calculator to estimate the area under the curve using left Riemann sums with 50 terms, then use substitution to solve for the exact answer. 288. [T] over 289. [T] over 290. [T] over 291. [T] over 291. over In the following exercises, use a change of variables to evaluate the definite integral. 292. 293. 294. 295. 296. 3. (Short Answer) Consider the following differential equation: Which of the following are the equilibrium solutions? (write down each correct answer) 4. In question 3 , for which values of will a solution be decreasing? (A) A. (b) (e) (d) B. Homework 1 (4 points possible) - due Thursday (1/16/2025) 1. (Short Answer) Consider the following differential equation Which of the following are the equilibrium solutions? (write down eadh correct answer) 2. In question 1, for which values of will a solution be increasing? A only (b) only (2x (x)
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