Question:

-7/16w-26=-19? need to see how this problem is worked all the way through?

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need to see how the problem is worked completely through

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7 ANSWERS


  1. (-7/16w * 16w) - (26*16w) = (-19 * 16w)

    -7 - 416w = -304w

    -7 = -304w + 416w

    -7 = 112w

    w = -7/112


  2. -7/16w-26=-19

    add 26

    -7/16w=7

    mulitply both sides by 16w

    -7=16w(7)

    divide both sides by -7

    1= -16w

    multiply by w

    answer is -16

  3. -7/16w-26=-19

    Add 26 to both sides:  -7/16w = 7

    Multiply both sides by 16w:  -7 = 7 * (16w)

    Divide both sides by 7:  -1 = 16w

    Divide both sides by 16:  -1/16 = w

    w = -1/16

    Edit:  My answer is assuming the initial problem is 7/(16w).  If the original problem is (7/16)w then ignore mine and use the other answers.

  4. The idea is that you need to isolate the variable and whatever you do to one side, you need to do to the other.  You basically "peel" away everything but the variable.  addition "undoes" subtraction, division "undoes" multiplication, etc.  So, if you have -26, you add 26 to both sides of the equation

    -7/16w - 26 +26 = -19+26

    -7/16w = 7  now multiply by 16w

    -7 = 112w  now divide by 112

    -7/112 = w = -1/12

    Assuming it is actually -7/(16w) and not (-7/16)w

    A good example of when using parentheses is a good idea.

  5. -7/16w-26=-19

    First add 26 to both sides:

    -7/16w -26+26 = -19+26

    -7/16w = 7

    Multiply each side of the equation by 16 to get rid of the fraction:

    16(-7/16w) = (7)16

    -7W  = 112

    Now divide both sides by -7:

    W = 112 / -7

    W = -16


  6. Hi,

    -7/16w - 26 = -19

    Add 26.

    -7/16w = 7

    Multiply by 16.

    -7w = 7*16

    -7w = 112

    Divide by -7.

    w = -16 <==ANSWER

    I hope that helps!! :-)

  7. you will get lots of different answers, because without parans the question is not clear.

    -7/16w-26=-19

    is this which of the following:

    -(7/16)w - 26 = -19

    -7/(16w) - 26 = -19

    -7/(16w - 26) = -19

    each one has a different answer.

    .

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