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50. Iny = -t + 5 52. In (c – 2y) = t 49. Iny = 2t + 4 51. In(y – b) = 5t 53. In(y – 1) – In2 = x + Inx 54. In(y? – 1) – In (y + 1) = In(sin .x)

50. Iny = -t + 5 52. In (c – 2y) = t 49. Iny = 2t + 4 51. In(y – b) = 5t 53. In(y – 1) – In2 = x + Inx 54. In(y? – 1) – In (y + 1) = In(sin .x)

Calculus For The Life Sciences
Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter6: Applications Of The Derivative
Section6.3: Implicit Differentiation
Problem 11E
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In Exercises 49–54, solve for y in terms of t or x, as appropriate.

50. Iny = -t + 5 52. In (c – 2y) = t 49. Iny = 2t + 4 51. In(y – b) = 5t 53. In(y – 1) – In2 = x + Inx 54. In(y? – 1) – In (y + 1) = In(sin .x)
Transcribed Image Text:50. Iny = -t + 5 52. In (c – 2y) = t 49. Iny = 2t + 4 51. In(y – b) = 5t 53. In(y – 1) – In2 = x + Inx 54. In(y? – 1) – In (y + 1) = In(sin .x)
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