write the definition of conjugate surds of binomial with an example
Answers
Answered by
1
Answer:
The sum and difference of two simple quadratic surds are said to be conjugate surds to each other.
Conjugate surds are also known as complementary surds.
Thus, the sum and the difference of two simple quadratic surds 4√7and √2 are 4√7 + √2 and 4√7 - √2 respectively. Therefore, two surds (4√7 + √2) and (4√7 - √2) are conjugate to each other.
Similarly, two surds (-2√5 + √3) and (-2√5 - √3) are conjugate to each other.
In general, two binomial quadratic surds (x√a + y√b) and (x√a - y√b) are conjugate to each other.
owais37:
But it is very long
Answered by
2
Hello mate refer the above attachment u can see additional information alsooo
Attachments:
Similar questions