Solved

​In Right Triangle ,Point Is Moving Along a Leg

Question 116

Multiple Choice

​In right triangle ​In right triangle ,point is moving along a leg of the right triangle toward point at a rate of cm/sec and point is moving toward point at a rate of cm/sec along a line containing the other leg of the right triangle,as illustrated in the triangle shown below.What is the rate of change in the area of ,with respect to time,at the instant when cm and cm? ​ ​ A) -4.48 cm<sup>2</sup>/sec B) -3.36 cm<sup>2</sup>/sec C) -3.2 cm<sup>2</sup>/sec D) ​​-4 cm<sup>2</sup>/sec ,point ​In right triangle ,point is moving along a leg of the right triangle toward point at a rate of cm/sec and point is moving toward point at a rate of cm/sec along a line containing the other leg of the right triangle,as illustrated in the triangle shown below.What is the rate of change in the area of ,with respect to time,at the instant when cm and cm? ​ ​ A) -4.48 cm<sup>2</sup>/sec B) -3.36 cm<sup>2</sup>/sec C) -3.2 cm<sup>2</sup>/sec D) ​​-4 cm<sup>2</sup>/sec is moving along a leg of the right triangle toward point ​In right triangle ,point is moving along a leg of the right triangle toward point at a rate of cm/sec and point is moving toward point at a rate of cm/sec along a line containing the other leg of the right triangle,as illustrated in the triangle shown below.What is the rate of change in the area of ,with respect to time,at the instant when cm and cm? ​ ​ A) -4.48 cm<sup>2</sup>/sec B) -3.36 cm<sup>2</sup>/sec C) -3.2 cm<sup>2</sup>/sec D) ​​-4 cm<sup>2</sup>/sec at a rate of ​In right triangle ,point is moving along a leg of the right triangle toward point at a rate of cm/sec and point is moving toward point at a rate of cm/sec along a line containing the other leg of the right triangle,as illustrated in the triangle shown below.What is the rate of change in the area of ,with respect to time,at the instant when cm and cm? ​ ​ A) -4.48 cm<sup>2</sup>/sec B) -3.36 cm<sup>2</sup>/sec C) -3.2 cm<sup>2</sup>/sec D) ​​-4 cm<sup>2</sup>/sec cm/sec and point ​In right triangle ,point is moving along a leg of the right triangle toward point at a rate of cm/sec and point is moving toward point at a rate of cm/sec along a line containing the other leg of the right triangle,as illustrated in the triangle shown below.What is the rate of change in the area of ,with respect to time,at the instant when cm and cm? ​ ​ A) -4.48 cm<sup>2</sup>/sec B) -3.36 cm<sup>2</sup>/sec C) -3.2 cm<sup>2</sup>/sec D) ​​-4 cm<sup>2</sup>/sec is moving toward point ​In right triangle ,point is moving along a leg of the right triangle toward point at a rate of cm/sec and point is moving toward point at a rate of cm/sec along a line containing the other leg of the right triangle,as illustrated in the triangle shown below.What is the rate of change in the area of ,with respect to time,at the instant when cm and cm? ​ ​ A) -4.48 cm<sup>2</sup>/sec B) -3.36 cm<sup>2</sup>/sec C) -3.2 cm<sup>2</sup>/sec D) ​​-4 cm<sup>2</sup>/sec at a rate of ​In right triangle ,point is moving along a leg of the right triangle toward point at a rate of cm/sec and point is moving toward point at a rate of cm/sec along a line containing the other leg of the right triangle,as illustrated in the triangle shown below.What is the rate of change in the area of ,with respect to time,at the instant when cm and cm? ​ ​ A) -4.48 cm<sup>2</sup>/sec B) -3.36 cm<sup>2</sup>/sec C) -3.2 cm<sup>2</sup>/sec D) ​​-4 cm<sup>2</sup>/sec cm/sec along a line containing the other leg of the right triangle,as illustrated in the triangle shown below.What is the rate of change in the area of ​In right triangle ,point is moving along a leg of the right triangle toward point at a rate of cm/sec and point is moving toward point at a rate of cm/sec along a line containing the other leg of the right triangle,as illustrated in the triangle shown below.What is the rate of change in the area of ,with respect to time,at the instant when cm and cm? ​ ​ A) -4.48 cm<sup>2</sup>/sec B) -3.36 cm<sup>2</sup>/sec C) -3.2 cm<sup>2</sup>/sec D) ​​-4 cm<sup>2</sup>/sec ,with respect to time,at the instant when ​In right triangle ,point is moving along a leg of the right triangle toward point at a rate of cm/sec and point is moving toward point at a rate of cm/sec along a line containing the other leg of the right triangle,as illustrated in the triangle shown below.What is the rate of change in the area of ,with respect to time,at the instant when cm and cm? ​ ​ A) -4.48 cm<sup>2</sup>/sec B) -3.36 cm<sup>2</sup>/sec C) -3.2 cm<sup>2</sup>/sec D) ​​-4 cm<sup>2</sup>/sec cm and ​In right triangle ,point is moving along a leg of the right triangle toward point at a rate of cm/sec and point is moving toward point at a rate of cm/sec along a line containing the other leg of the right triangle,as illustrated in the triangle shown below.What is the rate of change in the area of ,with respect to time,at the instant when cm and cm? ​ ​ A) -4.48 cm<sup>2</sup>/sec B) -3.36 cm<sup>2</sup>/sec C) -3.2 cm<sup>2</sup>/sec D) ​​-4 cm<sup>2</sup>/sec cm? ​ ​In right triangle ,point is moving along a leg of the right triangle toward point at a rate of cm/sec and point is moving toward point at a rate of cm/sec along a line containing the other leg of the right triangle,as illustrated in the triangle shown below.What is the rate of change in the area of ,with respect to time,at the instant when cm and cm? ​ ​ A) -4.48 cm<sup>2</sup>/sec B) -3.36 cm<sup>2</sup>/sec C) -3.2 cm<sup>2</sup>/sec D) ​​-4 cm<sup>2</sup>/sec ​


A) -4.48 cm2/sec
B) -3.36 cm2/sec
C) -3.2 cm2/sec
D) ​​-4 cm2/sec

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions

Q111: Complete two iterations of Newton's Method for

Q112: Suppose the position function for a free-falling

Q113: Find the derivative of the function <img

Q114: Evaluate the derivative of the function at

Q115: Find the slope of the graph of

Q117: ​Find <img src="https://d2lvgg3v3hfg70.cloudfront.net/TB7497/.jpg" alt="​Find if

Q118: ​Find the second derivative of <img src="https://d2lvgg3v3hfg70.cloudfront.net/TB7497/.jpg"

Q119: Use logarithmic differentiation to find the derivative

Q120: A ladder a = 20 feet long

Q121: Suppose the position function for a free-falling