To factor a quadratic expression of the form ( ax^2 + bx + c ) where ( a > 1 ), first multiply ( a ) and ( c ) to find a product, then identify two numbers that multiply to this product and add to ( b ). Rewrite the middle term using these two numbers, splitting it into two separate terms. Finally, factor by grouping, taking common factors from each pair of terms, and express the quadratic as a product of two binomials.
Numbers greater than 1 have reciprocals less than 1. Numbers less than 1 have reciprocals greater than 1.
No, -1 is greater than -4
Since the question refers to "how much greater" rather than "how much as great as", the answer is that: t squared is (t-1) times greater than t.
Yes 1/2 is greater than 1/5
It is not possible to have a probability greater than 1. All probabilities are between 0 and 1, inclusive.
By factoring: x(1-x) = 0 Therefore: x = 0 or x = 1
1.4 is greater than 1.
3.29 is greater than 1.
It is greater than 1. 17/17 = 1. If you divide a number greater than 17 by 17 then the result must be greater than 1.
no 1 is not greater than 100
what is 1 greater than 3.59
No. 1^99999999 is not greater than 1^1.
No, 1.1 is 1 tenth greater than 1.
find a greatest common factor or GCFin factoring a trinomial with a leading coefficient other than 1 the first step is to look for a COMMON factor in each term
1.45-.12 is 1.33 which is greater than 1
A probability can never be greater than 1.
No correlation can be greater than 1.