Divide 42x3−21x2+49x by 7x.
A. 6x3−3x+7
B. 6x3+3x−7
C. 6x2−3x+7
D. 6x2+3x−7

Question

CramX · Accepted Answer

Step 1: : First, divide the coefficient of the highest power of x in the numerator (42x^3) by the coefficient of x in the denominator (7x).. This gives us 6x^2. Step 2: : Next, subtract this result from the original fraction to find the remaining fraction.. Step 3: : Simplify the numerator.. Step 4: : Notice that the numerator becomes 0, so the remaining fraction is 0.. Step 5: : Combine the results from Step 1 and Step 4.. Final Answer: Therefore, none of the given answer choices is correct.

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QuestionMathematics

Answer

Full Solution Locked

Step 1:
: First, divide the coefficient of the highest power of x in the numerator (42x^3) by the coefficient of x in the denominator (7x).

Step 2:
: Next, subtract this result from the original fraction to find the remaining fraction.

Step 3:
: Simplify the numerator.

Final Answer

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