It should be +10y, Not -10y.
It should be +10y because it's -5 multiplied by -2y. Negative multiplied by negative is positive.
It should be '+10' and not '-10' on the second line.
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The -10y in the second line should be +10y and the 6x^2 and 2xy in the second line should not have been divided by x
-10y should be 10y on the scene line
It should be +10y and not -10y on second line
Line 1 should be +10yThere should not be that line 3 as 6x^2-2xy is not 6x-2y, making the ans wrongIf line 3 was correct, line 4 should be -9x-8y
It is +10 on the second line , a -5 time -2 = 10. A negative times a negative equals to a positive.
the 6x'2 was transfered wrongly and so is the 2xy
ON line 1 the ,-10y should be +10y.ON line 2 the, 6x-2y should remain constant as u cannot simplify it when subtracting, only when it is in a fraction.
should remain constant at 6x^2-2xy
It should be +10 instead of -10
It should be +10 and not -10
It should be+10 and not -10 on the second line.
It should be +10, not -10 on the second line
the -10y on the second line should be positive
Mistake:The mistake is in the third line and it is a transfer error as the ^2 of 6x^2 and the x of the 2xy was not carried over.Also, due to this mistake, the incorrect equation has been simplified further, giving another error.Correct Answer: The ^2 and x must be carried down and as the equation cannot be simplified further, the answer is 6x^2 - 2xy - 15x - 10y.
The +10 should be -10.
-10y should be +10y as -5 multiply by -2y is positive which is +10yThe third line should be 6x^2-2xy-15x+10y The final answer is the third line
It should be +10y and not -10y
It should be +10y not -10y
On the first line it should be +10y not -10y and on the second line 2x^2 and 2xy cannot be divided by x as it is not a fraction