directions: subtract 4x-2x^2+4x^3 from 4x^3+x-3x^2

  1. ((y+2)/(y^2-49))subtract ((y)/(y^2+6y-7))The directions are simplify and subtract
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    2. Rochelle asked by Rochelle
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  2. (y+2 ) (y)--------- subtract ----------- (y^2-49) (y^2-6y+7) The directions are subtract and simplify....
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    2. Rochelle asked by Rochelle
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  3. Which answer choice shows the correct way to use compensation to find the difference:1 , 518 − 1 , 294 ? A. subtract 1,300,
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    2. Name asked by Name
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  4. directions: subtract4x-2x^2+4x^3 from 4x^3+x-3x^2 the answer that i came up with was: x^2-3x Is this correct. How did -3x^2
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    2. jas20 asked by jas20
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  5. Two-year-olds can typically understand and follow:(1 point) Responses one-step directions. one-step directions. two-step
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  6. Question 18When two forces are in opposite directions, and they are the exact same magnitude, the forces will: a subtract from
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  7. When forces are in opposite directions, they subtract from one another.True False
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    2. URMUM asked by URMUM
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  8. When forces are in opposite directions, they subtract from one anotherTrue False
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    2. Jalen Warren asked by Jalen Warren
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  9. Which of the following should be done to both sides of the equation x − 3.41 = −19 to solve the value of x ?(1 point)Respons
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  10. Audrey used compensation to mentally solve the subtraction problem 5.35−0.07. 5.35−0.07 5.35−0.10=5.25 What is the final
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