- #1
Why do you have this inequality?chapsticks said:Homework Statement
so I did
Homework Equations
s=∫ba√(1+[f'(x)]2dx
The Attempt at a Solution
y=2/3x3/2+7
y'=x1/2 0≤x≤1
What is that 7 doing?chapsticks said:=∫6√(1+(x1/2)2)dx
=[2/3(1+x)3/2]7
my answer came out wrong
Your inequality is saying that the interval is [0, 1]. It's actually [0, 6].chapsticks said:I saw it in an example for the inequality.. The 7 is for the a & b part I don't know how to place the 0 on the bottom.
A "Solution to Incorrect Homework Equation" refers to the answer or method for correcting a mistake made on a homework assignment related to an equation in a scientific subject, such as math or physics.
An incorrect homework equation can be identified by checking for errors in the equation itself, such as incorrect numbers or symbols, or by comparing the equation to a known correct version of the equation.
If you encounter an incorrect homework equation, it is important to carefully review the equation and try to identify any errors. You can also consult with a teacher or classmate for assistance in correcting the equation.
Yes, some common mistakes made when solving equations in homework assignments include incorrect order of operations, incorrect use of symbols or equations, and simple calculation errors.
To avoid making mistakes on homework equations, it is important to carefully read and understand the instructions and the equation being solved. Double-checking calculations and seeking help from a teacher or classmate can also help to prevent mistakes.