Find the Particular Solution of the Differential Equation $\frac { 3 y } { x - 8 } d x + [ 3 \ln ( x - 8 ) + 10 y ] d y = 0$

question 18

Multiple Choice

Find the particular solution of the differential equation $\frac { 3 y } { x - 8 } d x + [ 3 \ln ( x - 8 ) + 10 y ] d y = 0$ that satisfies the initial condition $y ( 9 ) = 2$

• A) \(3 y \ln ( x - 8 ) + 5 y = 10\)
• B) \(3 y \ln ( x - 8 ) + 5 y ^ { 2 } = 20\)
• C) \(3 y ( x - 8 ) + 10 y = 26\)
• D) \(3 y \ln ( x - 8 ) + 10 y = 20\)
• E) \(\frac { 3 y } { ( x - 8 ) } + 5 y ^ { 2 } = 26\)

Acknowledge the impact of bias and ethical considerations in psychological studies.

Understand the application and limitations of different descriptive research methods in psychology.

Comprehend the foundational histories, methods, and philosophies of the earliest perspectives in psychology.

Identify and describe various specialties within psychology, including typical research activities associated with each.

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