✓ Board-verified
Applied Mathematics · 2023 · 2 marks
CBSE 2023 · Central · Set 4 · Q24
A particle moves along the curve 6 y = x^3+2. Find the points on the curve at which the ordinate is changing 8 times as fast as abscissa.
A particle moves along the curve $\displaystyle 6 \mathrm{y}=\mathrm{x}^3+2$. Find the points on the curve at which the ordinate is changing $\displaystyle 8$ times as fast as abscissa.
There is no official answer for this question on the site.
More from Calculus
- Questions number 19 and 20 are Assertion and Reason based questions carrying 1 mark each. Two statements are given, one labelled Assertion and the…2023
- If the cost function and revenue function of x items are respectively given as C(x)=100+0.015 x^2, R(x)=3 x, then the value of x for maximum profit is2025
- ∫(x-1) e^-x dx is equal to:2023
- The solution of the differential equation dx/x+dy/y=0 is:2023
- The rate of change of population P(t) with respect to time (t), where α, β are the constant birth and death rates, respectively, is2025
- The relation between ‘Marginal cost’ and ‘Average cost’ of producing ‘x’ units of a product is:2023
- The order and the degree of the differential equation y dx+x log (y/x) dy-2 x dy=0 are respectively:2024
- If x=t^2 and y=t^3, then (d^2 y)/(dx^2) is equal to:2026
CBSE Class 12 Applied Mathematics past-paper question from the 2023 board exam. Where our answers come from.