Advertisements
Advertisements
प्रश्न
Suppose D = 150 - 50P. Then, the slope is
विकल्प
-5
50
5
-50
Advertisements
उत्तर
-50
APPEARS IN
संबंधित प्रश्न
An incremental change independent variable with respect to change in the independent variable is known as
(y - y1 ) = m(x - x1 ) gives the
Suppose D = 50 - 5P. When D is zero then
Differentiation of constant term gives
Differentiation of xn is
The elasticity of demand is the ratio of
What is the formula for the elasticity of supply if you know the supply function?
A Research scholar researching the market for fresh cow milk assumes that Qt= f(Pt, Y, A, N, Pc) where Qt is the quantity of milk demanded, Pt is the price of fresh cow milk, Y is average household income, A is advertising expenditure on processed pocket milk, N is population and Pc is the price of processed pocket milk.
- What does Qt= f (Pt, Y, A, N, Pc) mean in words?
- Identify the independent variables.
- Make up a specific form for this function. (Use your knowledge of Economics to deduce whether the coefficients of the different independent variables should be positive or negative.)
Calculate the elasticity of demand for the demand schedule by using differential calculus method P = 60 − 0.2Q where the price is
- zero,
- ₹20,
- ₹40.
Find the derivative of f(x) = x⁸ using the Power Rule.
The process of finding the derivative is called ______.
Which rule should be used to find the derivative of f (x) = x3sin (x)?
What is the primary focus of Differential Calculus according to the provided text?
The derivative \[\frac {df(x)}{dx}\] is defined as ______.
What is the derivative of x8?
If f(x) = x3 sin x, then \[\frac {df}{dx}\] is ______.
If y = f(x) and (x) depends on time (t), then \[\frac {df}{dt}\] equals ______.
