You use the "greater than" symbol, > .
In algebraic expressions, when we say "x increased by 6," we represent this as ( x + 6 ). Here, ( x ) is the variable, and adding 6 indicates that we are increasing the value of ( x ) by 6 units. This expression can be used in equations or functions where we need to express a quantity that is greater than ( x ) by 6.
When a ratio is greater than 1, it indicates that the quantity in the numerator is larger than the quantity in the denominator. This suggests a favorable or positive condition, depending on the context. For instance, in financial metrics, a ratio greater than 1 might indicate profitability or more assets than liabilities. In other contexts, it can signify a majority or dominance of one element over another.
No. Stating more significant figures in a quantity doesn't guarantee that the figures are true.
x is non negative and x is not greater than 0
You use the "greater than" symbol, > .
"How many times greater" refers to a comparison between two quantities, indicating how many times one quantity exceeds another. For example, if Quantity A is three times greater than Quantity B, it means that Quantity A is equal to Quantity B multiplied by three. This phrase is often used in mathematical contexts to express ratios or differences in size, magnitude, or value.
A mathematical sentence stating that one quantity is greater or less than another is called an inequality. These are used with comparisons for a number of things, and can be helpful any time you measure two things.
could be shortage
it is called a shortage
could be shortage
Excess supply.
2 times the quantity 4 greater than a number
the price increase
The percentage change is always 100*(new-old)/old provided the old is non-negative. If the original quantity is greater than the new quantity, the percentage change will be negative - no big deal.
Shortage of supply, or Excess/surplus of demand
no relation