\"\"

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Use the magnitude and direction of the force that Maggie is using to pull the sled to write the force incomponent form as \"\".
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Angle \"\" is the direction angle that \"\" makes with the positive \"\" - axis.
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So, \"\".
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Component form of a vector \"\" is \"\".
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\"\"

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\"\"

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\"\".

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\"\"

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Since Maggie\"\"s brother is pushing the sled to the left, the component form of his force \"\" is \"\".
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Add the algebraic vectors representing \"\" and \"\" to find the resultant force, vector \"\".
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\"\"

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\"\"

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\"\".

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\"\"

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Find the magnitude of the resultant vector \"\".

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\"\"

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Find the resultant direction angle \"\".

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\"\"

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Since the resultanr vector \"\" in quadrant II, \"\".

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\"\"

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\"\".

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Therefore, the resultant force on the sled is about \"\" at an angle of about \"\" with the horizontal. 

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\"\"

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The resultant force on the sled is about \"\" at an angle of about \"\" with the horizontal.