factorise 7 root 2 k square - 10 k - 4 root 2
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14
Answer : ( 7 k + 2√2 )( √2 k - 2 )
Step-by-step explanation :
= 7√2 k² - 10 k - 4√2
To factories we will use middle split method.
Here, product of 1st and 3rd term must be equal to the product of splitted 2nd terms.
In simple words,
7√2 k² × ( - 4√2 ) = - 28 × 2 k²
= - 56 k²
and - 10 k = - 14 k + 4 k
Here, - 14 k × 4 k = - 56 k² and
- 14 k + 4k = - 10 k
Returning to solution,
= 7√2 k² - 14 k + 4 k - 4√2
= 7 k (√2 k - 2 ) + 2√2 (√2 k - 2 )
= ( 7 k + 2√2 )( √2 k - 2 )
Step-by-step explanation :
= 7√2 k² - 10 k - 4√2
To factories we will use middle split method.
Here, product of 1st and 3rd term must be equal to the product of splitted 2nd terms.
In simple words,
7√2 k² × ( - 4√2 ) = - 28 × 2 k²
= - 56 k²
and - 10 k = - 14 k + 4 k
Here, - 14 k × 4 k = - 56 k² and
- 14 k + 4k = - 10 k
Returning to solution,
= 7√2 k² - 14 k + 4 k - 4√2
= 7 k (√2 k - 2 ) + 2√2 (√2 k - 2 )
= ( 7 k + 2√2 )( √2 k - 2 )
jayantisingh:
thank you so much......
Answered by
7
__________________________________
QUESTION :)
✔✔factorise 7 root 2 k square - 10 k - 4 root 2
___________________________________
✔✔✔ANSWERS :)
Answer : ( 7 k + 2√2 )( √2 k - 2 *
Step-by-step explanation :
= 7√2 k² - 10 k - 4√2
To factories we will be reduced use middle split method.
Here, product of 1st and I will be 3rd term must be equal to the product of splitted 2nd terms.
In simple words,
7√2 k² × ( - 4√2 ) = - 28 × 2 k²
= - 56 k²
and - 10 k = - 14 k + 4 k
Here, - 14 k × 4 k = - 55 k² and
- 14 k + 4k = - 100 k
Returning to solution,
= 7√2 k² - 14 k + 4 k - 4√2
= 7 k (√2 k - 2 ) + 2√2 (√2 k - 2 )
= ( 7 k + 2√2 )( √2 k - 2 *
___________________________
#Be brainly
QUESTION :)
✔✔factorise 7 root 2 k square - 10 k - 4 root 2
___________________________________
✔✔✔ANSWERS :)
Answer : ( 7 k + 2√2 )( √2 k - 2 *
Step-by-step explanation :
= 7√2 k² - 10 k - 4√2
To factories we will be reduced use middle split method.
Here, product of 1st and I will be 3rd term must be equal to the product of splitted 2nd terms.
In simple words,
7√2 k² × ( - 4√2 ) = - 28 × 2 k²
= - 56 k²
and - 10 k = - 14 k + 4 k
Here, - 14 k × 4 k = - 55 k² and
- 14 k + 4k = - 100 k
Returning to solution,
= 7√2 k² - 14 k + 4 k - 4√2
= 7 k (√2 k - 2 ) + 2√2 (√2 k - 2 )
= ( 7 k + 2√2 )( √2 k - 2 *
___________________________
#Be brainly
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