Question

The square of the sum of two positive consecutive integers is 25. Find the two integers

Answer 1

let first no is x then second would be x+1

Answer 2

correct

Answer 3

what should be next condition ?

Answer 4

according to your question

Answer 5

0=x^2+x-25

Answer 6

yes go on solve it by factorization or by formula

Answer 7

is it 5 and -5

Answer 8

sorry you made wrong equation

Answer 9

ok now I know one of the answers is 5 but what is the other because its asking for two positive cosecutives

Answer 10

so what is the right equation

Answer 11

please check your procedure ...
it is not correct .

Answer 12

x^2 + x - 6 = 0

Answer 13

please see here , first number = x
second number be x + 1
so by the condition x^2 + (x+1)^2 = 25

Answer 14

so you get ans 2 or -3

Answer 15

first simp0lify the parentheses...
we get x^2 + x^2 + 2x + 1 = 25

Answer 16

@Shatish is doing write

Answer 17

2x^2 + 2x = 24
x^2 + x = 12

Answer 18

x^2 + x - 12 = 0

solve it and find the value of x .

Answer 19

ok I know what i did wrong.. I always forget theres a ^2

Answer 20

you will get two numbers are as 3 , 4

Answer 21

i got 2 and -3 @Shatish

Answer 22

are you getting it or not ?

Answer 23

please check it again

Answer 24

yes I get it. Thank you

Answer 25

most welcome :)

Answer 26

go and give medal to that person you think is able for that means give to @Shatish