Find the Difference Quotient and Simplify Your Answer $\frac { f ( 6 + h ) - f ( 6 ) } { h }$

question 96

Multiple Choice

Find the difference quotient and simplify your answer.
F(x) = 5x - x², $\frac { f ( 6 + h ) - f ( 6 ) } { h }$ , h $\neq$ 0

• A) \(\frac { f ( 6 + h ) - f ( 6 ) } { h } = - h - 6\) , h \(\neq\) 0
• B) \(\frac { f ( 6 + h ) - f ( 6 ) } { h } = - h - 4\) , h \(\neq\) 0
• C) \(\frac { f ( 6 + h ) - f ( 6 ) } { h } = - h - 3\) , h \(\neq\) 0
• D) \(\frac { f ( 6 + h ) - f ( 6 ) } { h } = - h - 7\) , h \(\neq\) 0
• E) \(\frac { f ( 6 + h ) - f ( 6 ) } { h } = - h - 5\) , h\(\neq\) 0

Recognize the role of neurotransmitters and internal neuron communication in mood disorders.

Acknowledge the epidemiology and age-related considerations in depressive disorders.

Understand the diagnostic criteria for major depressive episodes and their subtypes.

Comprehend the concept of mild and severe patterns of mood swings in mood disorders.

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