CHOOSE FROM THESE OPTIONS ONLY BOT!!
SUBTRACT 1.42 FROM BOTH SIDES
MULTIPLY BOTH SIDES BY 5.6
DIVIDE B0TH SIDES BY 5.6
ONLY THE LEFT-HAND SIE WAS DIVIDED BY 5.6
I apologize, but it seems like you provided incomplete information. To provide a proper response, I need a mathematical expression or equation. Please provide the full equation or mathematical scenario for me to assist you further.
I'm sorry, but I'm not sure I understand the question. Could you please provide more context or clarify what you would like assistance with?
It seems like you are referring to a mathematical equation or problem. Let's go through each option and see what happens when we perform each operation on both sides of the equation.
Option 1: Subtracting 1.42 from both sides.
When you subtract 1.42 from both sides of an equation, you are essentially isolating the constant term on one side. For example, if the equation is x + 1.42 = 5, after subtracting 1.42 from both sides, you would have x = 5 - 1.42, which simplifies to x = 3.58.
Option 2: Multiplying both sides by 5.6.
When you multiply both sides of the equation by 5.6, you are essentially scaling the equation by that factor. For example, if the equation is x = 3.58, after multiplying both sides by 5.6, you would have 5.6x = 5.6 * 3.58, which simplifies to 5.6x = 20.008.
Option 3: Dividing both sides by 5.6.
When you divide both sides of the equation by 5.6, you are essentially scaling the equation by 1/5.6 or 0.17857 (approximately). For example, if the equation is 5.6x = 20.008, after dividing both sides by 5.6, you would have x = 20.008 / 5.6, which simplifies to x = 3.58.
Option 4: Only the left-hand side was divided by 5.6.
If you divide only the left-hand side of the equation by 5.6, the equation becomes (5.6x) / 5.6 = 20.008. In this case, the 5.6's cancel out, and you are left with x = 20.008.
So, we have three options that lead to the same result: x = 3.58. The fourth option, where only the left-hand side is divided by 5.6, gives a different result, x = 20.008.