f an exponential function has a base of 3, a vertical compression by a factor of 4, a reflection in the x-axis, a orizontal stretch by a factor of 7, and a vertical shift of 2 units up, what would its equation look like? ) y = -(3)* + 2 P) y = 7(3)* – 2 =) y = -4(3)7* – 2 E) y = -(3)* + 2

Advanced Engineering Mathematics
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Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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If an exponential function has a base of 3, a vertical compression by a factor of ¼, a reflection in the x-axis, a
horizontal stretch by a factor of 7, and a vertical shift of 2 units up, what would its equation look like?
a) y = -(3)** + 2
b) y = 7(3)7* – 2
c) y = -4(3)7x – 2
d) y = -(3)* + 2
Transcribed Image Text:If an exponential function has a base of 3, a vertical compression by a factor of ¼, a reflection in the x-axis, a horizontal stretch by a factor of 7, and a vertical shift of 2 units up, what would its equation look like? a) y = -(3)** + 2 b) y = 7(3)7* – 2 c) y = -4(3)7x – 2 d) y = -(3)* + 2
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