Solve the Initial-Value Problem $x y ^ { t } = y + x ^ { 2 } \sin x , y ( 11 \pi ) = 0$

question 23

Multiple Choice

Solve the initial-value problem. $x y ^ { t } = y + x ^ { 2 } \sin x , y ( 11 \pi ) = 0$

• A) \(y = 11 x \sin x\)
• B) \(y = - x \sin x + 11 x\)
• C) \(y = - x \cos x - x\)
• D) \(y = 11 x \cos x - \sin x\)
• E) \(y = x \sin x - 11 x\)

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Definitions:

Most Species

This term refers to the majority of distinct biological groups recognized by their unique characteristics and genetic makeup within the biosphere.

Dicots

Plants that are characterized by having two seed leaves, or cotyledons, and usually flower parts in multiples of four or five.

Strobili

Cone-like structures that serve as the reproductive organs in certain plants, such as ferns and conifers.

Spore-Forming

Describes organisms, typically bacteria or fungi, capable of producing spores as a means of reproduction or survival during unfavorable conditions.