HIGH SCHOOL STUDY HELP
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How would I find the formula for y(x) for this question?
Hi,
Thank you for your email.
If we use the formula given in the question, we get an equation for y(x) involving integrals which looks like this:
Afterwards, you can compute the integral and find the formula.
y(x) = [x^2 + ln(|x|)] (from 1 to x) + 3
y(x) = x^2 + ln(|x|) - 1^2 - ln(1) +3
y(x) = x^2 + ln(|x|) + 2
Therefore, the formula for y(x) would be x^2 + ln(|x|) + 2.
Does this answer your question?
Yess, thank you!
Hi,
Thank you for your email.
If we use the formula given in the question, we get an equation for y(x) involving integrals which looks like this:
Afterwards, you can compute the integral and find the formula.
y(x) = [x^2 + ln(|x|)] (from 1 to x) + 3
y(x) = x^2 + ln(|x|) - 1^2 - ln(1) +3
y(x) = x^2 + ln(|x|) + 2
Therefore, the formula for y(x) would be x^2 + ln(|x|) + 2.
Does this answer your question?