Question
Factor completely.
81, minus, 49, x, squared
81−49x
2
81, minus, 49, x, squared
81−49x
2
Answers
GPT 3.5
There seems to be an error in the expression you provided. It should be 81 - 49x^2, not 81 - 49x.
To factor completely, we can recognize that it is in the form of the difference of squares.
We can write it as (9)^2 - (7x)^2, which can be factored as (9 - 7x)(9 + 7x).
So the completely factored expression is (9 - 7x)(9 + 7x).
To factor completely, we can recognize that it is in the form of the difference of squares.
We can write it as (9)^2 - (7x)^2, which can be factored as (9 - 7x)(9 + 7x).
So the completely factored expression is (9 - 7x)(9 + 7x).