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To determine if ( (2, 3) ) is a solution to the equation ( 8x + 7y = 37 + 2y + 4x - 2 ), we first substitute ( x = 2 ) and ( y = 3 ) into the equation. This gives us ( 8(2) + 7(3) = 37 + 2(3) + 4(2) - 2 ). Calculating both sides results in ( 16 + 21 = 37 + 6 + 8 - 2 ), which simplifies to ( 37 = 49 ). Since both sides are not equal, ( (2, 3) ) is not a solution.

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Is (2 3) a solution to this system of equations8x plus 7y 37 2y 4x - 2?

If the equations are 8x + 7y = 37, and 2y = 4x -2 then the answer is yes.


8x plus 7y equals 37 2y equals 4x - 2?

no its not a solution


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To simplify the expression ( 6(4x - (2 - 5y + 2x) + 2y) ), first simplify inside the parentheses: ( 2 - 5y + 2x ) becomes ( 4x - 2 + 5y + 2y = 4x + 7y - 2 ). Thus, the expression simplifies to ( 6(4x - (4x + 7y - 2) + 2y) = 6(-7y + 2) = -42y + 12 ). Therefore, the final result is ( -42y + 12 ).


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the answer to this problem is -2x^2y^2


What is 7y-8 equals 2y plus 37?

It's a simple linear equation in 'y'.To find the solution:7y - 8 = 2y + 37Subtract 2y from each side of the equation:5y - 8 = 37Add 8 to each side:5y = 45Divide each side by 5:y = 9


-4x plus 7y equals 9 2y equals -5x - 22?

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What is (4x 7y-5) (-7x-2y 1) simplified?

To simplify the expression ((4x \cdot 7y - 5)(-7x - 2y + 1)), first distribute each term in the first expression to each term in the second expression. This results in multiple products: (4x \cdot (-7x)), (4x \cdot (-2y)), (4x \cdot 1), (-5 \cdot (-7x)), (-5 \cdot (-2y)), and (-5 \cdot 1). After performing the multiplication and combining like terms, the simplified expression is (-28x^2 - 8xy + 4x + 35x + 10y - 5), which can be further simplified to (-28x^2 + 27x + 10y - 5).


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5y explanaition 5x-5x=0, 0-2y=-2y, -2y+7y=5y


What is -2y 7y 4?

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