the sum of two consecutive odd numbers is 140 then the bigger number is
Answers
Answered by
8
hey dear
here is your answer
Solution
given
sum of two consecutive odd number is 140
so
we let the number be n
assume (n)
sum of odd consecutive number is
n ( n. +2 ) =140
2n + 2 = 140
2n. = 140 -2
2n = 138
n = 138 /2
n. = 69
hence odd consecutive number is
n + 2
n. = 69 + 2
n. =71
hence answer is 71
hope it helps
thank you
here is your answer
Solution
given
sum of two consecutive odd number is 140
so
we let the number be n
assume (n)
sum of odd consecutive number is
n ( n. +2 ) =140
2n + 2 = 140
2n. = 140 -2
2n = 138
n = 138 /2
n. = 69
hence odd consecutive number is
n + 2
n. = 69 + 2
n. =71
hence answer is 71
hope it helps
thank you
Anonymous:
thanks bhai
Answered by
4
Hey!
_____________________________________________________________________________________________
Given :-
Sum of 2 consecutive odd number = 140
_______________________________
Let the number be x
Odd consecutive number :-
______________________________________________________________
x (x + 2) = 140
=> 2x + 2 = 140
=> 2x = 140 - 2
=> 2x = 138
=> x = 138 ÷ 2
=> x = 69
_______________________________
Odd consecutive number :-
Put x + 2
x + 2
•Substitute the value of x :-
=69 + 2
= 71
_____________________________________________________________________________________________
Regards :)
Cybary
Be Brainly :)
_____________________________________________________________________________________________
Given :-
Sum of 2 consecutive odd number = 140
_______________________________
Let the number be x
Odd consecutive number :-
______________________________________________________________
x (x + 2) = 140
=> 2x + 2 = 140
=> 2x = 140 - 2
=> 2x = 138
=> x = 138 ÷ 2
=> x = 69
_______________________________
Odd consecutive number :-
Put x + 2
x + 2
•Substitute the value of x :-
=69 + 2
= 71
_____________________________________________________________________________________________
Regards :)
Cybary
Be Brainly :)
Similar questions