3 DẺ is a tangent and OD is a radius. X= D O 38% to E

Q: make an appropriate scale and grap ion y=3sin(1)/(3)x

A: y= 3sin()x+4To draw the trigonometric graphs of the functions Sine, Cosine, and Tangent, we need to…

Q: The value of dx is 3

A:

Q: Answer the problem below. Do not forget your unit of measurements. A stone is thrown in a still…

A: In the question we have to find rate of change of area.

Q: a.) 25 = 5- 42t b.) 2h-8 = 6 c.) 7 log k = 21

A: We need to solve the following : a.  25 = 5·42t b.  2h-8 = 6c.  7·logk = 21

Q: For which value of p does dx 1.25? %3D

A: See the attachment

Q: 2 csc In x dx

A: NOTE: Refresh your page if you can't see any equations. . ................(1) substitute…

Q: QI. Find the length of the of the curve from x = 0 tox = 3.

A: First differentiate  wrt xand then use formula

Q: X tangent line 2.00 m 35.00 m 35.00 m

A: Let the length MY is y, so the radius of the circle is (2+y). Now apply the Pythagoras theorem,…

Q: A circle has a radius of 5 cm. If the radius is increased by 0.1 mm.. what is the estimated increase…

A: Given query is to find the Increase in area.

Q: 8 10 6 8

A: TanA = BC/AC           = 6/8

Q: Solve for n: 4 x 6 = 1, 200 Round to two decimal places if applicable

A: Solve for n:     4 × 6n = 1200 n = ?

Q: Differentiate y = csc x(x + cot x). ||

A: Differentiate the following

Q: Match the following. C. Internal Tangents B. External Tangents A. Tangent 2. 1. Choose ] B [ Choose…

A: to match the given tangents

Q: 3. In cmx) dx =? イ

A: We have given ∫eme2mlnmxxdx Now, ∫eme2mlnmxxdx  Let lnmx=t⇒mmxdx=dt⇒1xdx=dt

Q: 10 dx. What is the appropriate formula? Given: (A) © Sa" au B 3 fa"au O Sa"au (D)

A:

Q: speed and average PROBLEM 1: An Olympic swimmer swims 50 m in 23.1 secs. What is his average speed?

A:

Q: Find the following. d -[e] =D %3D а. dx d b. dx [e-3] d. с. dx [2e -05=] = _ 0.5x

A:

Q: v0

A:

Q: L N M

A: Use tan trigonometric ratio to find MN.

Q: Eva luat at the given Value of t; 上 W= X+y x =cost tsits y ecst-Sint

A: Solution: The objective is to find the derivative of the given function

Q: If a snowball melts so that its surface area decreases at a rate of 2 cm2/min, find the rate at…

A:

Q: 10. A light is mounted on top of a 16 ft tall pole. A man 5 ft and 6 in tall is walking away from…

A:

Q: numerically equal. (A) 1/8t in. (B 1/4T in. 2πin. D T? in.

A: We will find the radius.

Q: The radius of a circle is increasing at the rate of 5 mm/s. Find the rate of change of the area when…

A: We know area of circle =πR²