Which of the following statement is true for G?a)it is always less tha...
G and H are two variables that can have different values in different situations. Therefore, it is not possible to make a general statement about the relationship between G and H without more information. Here are some possible scenarios:
Scenario 1: G and H are positive numbers
- In this case, G may be greater than H, less than H, or equal to H depending on their actual values. For example, G = 10 and H = 5 would mean that G is greater than H, while G = 3 and H = 5 would mean that G is less than H, and G = 5 and H = 5 would mean that G is equal to H.
Scenario 2: G and H are negative numbers
- Similar to scenario 1, G may be greater than H, less than H, or equal to H depending on their actual values. However, in this case, the inequality signs would be reversed. For example, G = -10 and H = -5 would mean that G is less than H, while G = -3 and H = -5 would mean that G is greater than H, and G = -5 and H = -5 would mean that G is equal to H.
Scenario 3: G and H have opposite signs
- In this case, G and H cannot be directly compared because they have opposite signs. However, we can say that G and H are proportional to each other with a negative constant of proportionality. For example, if G = 3 and H = -5, we can write G = (-3/5)H, which means that G and H are proportional with a constant of -3/5.
Therefore, the correct answer is option D, which states that G may be lesser or greater or equal to H depending on the situation.
Which of the following statement is true for G?a)it is always less tha...
We know that :-->
delta G =(delta H ) - (T delta S) ...and when delta S is zero then delta G is equal to delta H ...and delta S is negative then delta G is greater then delta H ...and when delta S is positive delta G is less then delta H...
So, the right answer is "it may be lesser or greater or equal to delta H"...
$$Hope it's help... $$
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