Q: What happens when the K value is larger?

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K (potassium) has the larger atomic radius.

By how many k of gold there is.

weak acid

If Q > K, the reaction will move towards the reactants If Q < K, the reaction will move towards the products

k

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stronger

K (potassium) has the larger atomic radius.

As the value of k, the degrees of freedom increases, the (chisq - k)/sqrt(2k) approaches the standard normal distribution.

Forward reaction favored, concentration of products is higher

The binary value for K is 1001011.

The value of k is 0

The ASCII value of capital K is 75. For a small k it is 107.

The equations for critical buckling load include the variable KL which is the effective length. K is the effective length factor. Values for K vary depending on the load and type of supports of a member.NOTE:The larger the effective length, the less strength there is in a column. So, if there is a choice of effective lengths, the larger value will give the more conservative strength value.

Using the quadratic formula, you will find for the equation 6x² + 2x + k = 0: x = (-b ±√(b² - 4ac)) / 2a → x = (-2 ± √(2² - 4×6×k)) / (2×6) → x = (-2 ± √(4 - 4×6k)) / (2×6) → x = (-1 ± √(1 - 6k)) / 6 The value of the discriminant (b² - 4ac) affects the value of x: >0 → there are two real values of x; this happens when 1 - 6k > 0 → k < 1/6; =0 → there is one repeated root, ie a single value of x; this happens when k = 1/6 (making x = -1/6); <0 → there are two complex values of x; this happens when k > 1/6.

Hundreds have a larger place value.

K+ has larger radius