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y 2.192 when x = 2.4 and z = 2.25. 32. n is jointly proportional to r and the square root of b, and Solve each variation problem. 33. If y varies directly as x, and y = 9 when x = 2, what is y n =-18.954 when x =-1.35 and b = 15.21. when x =-3? 34. Ify is directly proportional to z, and y = 6 when z = V12, 47. The t same what is...
(13 The square of T varies directly With the cube of "a" and inversely with the square of "d? and d=4 T= 2 when a=2 3 @ T² = 8 9 None IT?=a² 4d2 d² 3 4 a 0 T² 6 y 16 a
Write an equation for the following: y varies directly with x and indirectly with the square of z. Find K when x=3, y=4 and z=7 Write an equation for the following: y varies indirectly with x. Find k when x=2 and y=5
10. The time,t,in seconds varies directly with the square root of the distance, d, in feet that a dropped ball has fallen. It takes 2 seconds for a ball to fall 64 feet. a. Find a formula to model this situation. b. How long would it take for the ball to fall 100 feet?
this Question: 3 pts 3 of 20 (12 complete) If y varies directly as x and inversely as the square root of w, and y = 14 when x = 2 and w = 28, find y when x * 3 and w=63. O A y=1417 OB. y - 14 O c. y=4277 OD. y - 28
Write an equation that expresses the following relationship. d varies directly with the square of w and inversely with p In your equation, use k as the constant of proportionality. 8 O=D 06 x 5 ?
Find a mathematical model that represents the statement: "Z varies directly as I and inversely as the square of Y and 2 = 3 when X = 9 and y = 4." O A z = 48xy2 OB)%= 3 2 2 VY C) % = 16 y? 3 3 D) z = 16 3 y? E) >= 48 xy? OF z = 2 3 3 2 3 3 y
Solving variation problem
5. Let a be directly proportional to m and n2, and inversely proportional to y3. If a9 when m 4,n-9, and y - 3, find a when m-6,n2, and y -5. 7. Current Flow In electric current flow, it is found that the resistance offered by a fixed length of wire of a given material varies inversely as the square of the diameter of the wire. If a wire 0.01 in. in diameter has a resistance of...
Let L be the line with parametric equations x=-5 y=-6- z=9-t Find the vector equation for a line that passes through the point P=(-3, 10, 10) and intersects L at a point that is distance 5 from the point Q=(-5, -6, 9). Note that there are two possible correct answers. Use the square root symbol 'V' where needed to give an exact value for your answer. 8 N
& Skill Builder Question HE 3.7.21 An alligator's tail longth, T, varies directly as its body length, B. An alligator with a body length of 4 foot has a tail length of 3.6 foot. What is the tal length of an whose body length is 7 for? Body length Theth, The tail length is tot (Type an integer or decimal rounded to the nearest tenth as needed) rary ons Enter your or in the box and then click Check An...