Which one of the following pair cannot be the rectangular component of force vector of 10 N?

1)6N& 8N
2)7N & root 51N
3)6root2& 2root7
4)9N & 1N

As you know, 10N is the hypotenuse of the right angled triangle. Hence use Pythagorus theorem to check if the LHS=RHS.
i) (6)²+(8)² =36+64=  (10)²= 100
ii) (7)² + (√51)² =49 + 51 = 100
iii) (6√2)²+(2√7)² = 36 x 2 + 4 x 7 = 100
However, (9)² + (1)² = 81+1 =82 ≠ 100 
Therefore it cannot be a rectangular component of force vector 10N/. 
⓸ is the correct answer
  • 50
Just chack option.And ans =(9)^2 +(1)^2=81+2=82≠100 & oter option = 100 so Ans→9N & 1N
  • 0
sorry 81+1=82
  • -1
4n/5n
  • 1
?6square+8square=10
?7sqr+51sqr=10
?6root2sqr+2root7squr=10
?9sqr+1sqr=?82
So the answer is 4rth option
  • -1
The correct option is D...?(9?+1?) not equal to 10
  • 1
As 9sq +1sq is obviously not equal to 100 so answer is D
  • 3
What are you looking for?