An edge of a variable cube is increasing at the rate of 2 cm/s. How fast is the volume of the cube increasing when the edge is 12 cm long?
Let x be the length of a side and V be the volume of the cube. Then, v = x3. dV/dt = 3x2 × dx/dt It is given that dx/dt = 2 cm/s dv/dt = 3x2(2) = 6x2 Thus, when x = 12 cm dv/dt = 6 (12)2 = 864 cm3/s
Two hill ranges Gandachera and Atharamura have been renamed in Kokborok as Ganda Tuisa and Hachuk Berem respectively. These hill ranges are in ______.
Which State has maximum percentage of elderly in India?
A set of three statements regarding NATIONAL FAMILY HEALTH SURVEY are given below. Read each statement and answer whether each statement is true or fals...
Which of the following statements is/are correct about Jal Jeevan Mission?
I. Asian Development Bank (ADB) a...
Which of the following statements is/are true regarding Mandal Commission?
i. The Mandal Commission was established in India under Prime Minis...
Match the following Set 1 (A, B, C, D Options) with Set 2 (P, Q, R, S) to form meaningful pairs.
Set 1
A) Integrated Rural Developmen...
Which one of the following is the first Anti Terror law enacted in India?
What is TRYSEM?
Recently Bilquis Edhi, a famous Philanthropist died, she belonged to?
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i. maximizes the flow of foreign trade and f...
