find the sum of natural no.s which differ by 3 nd ehose squared have the sum 149
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Answered by
0
10 and 7 as 10 * 10=100 and & 7*7=49
therefore the numbers are 10 and 7. hope you like it please mark brainliest and click thanks
therefore the numbers are 10 and 7. hope you like it please mark brainliest and click thanks
Ramcharan:
Dude you are supposed to show how to find it
Answered by
1
Let the no.s be x and y.......; (1) x=3+y
(2) x*x + y*y=149
Substituting (1) in (2), we get
(3+y)2 + y*y=149
9+y*y+6y+y*y=149
2y2+6y+9=149........(By quadratic equation)
(y+3)(y+3)=149
y= 146
x=146+3=149
sum of the natural no.s= 146+149=295
(2) x*x + y*y=149
Substituting (1) in (2), we get
(3+y)2 + y*y=149
9+y*y+6y+y*y=149
2y2+6y+9=149........(By quadratic equation)
(y+3)(y+3)=149
y= 146
x=146+3=149
sum of the natural no.s= 146+149=295
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