naturalnuUe13Ie sum of squares of two consecutiven the orange garden o

1.	naturalnuUe13Ie sum of squares of two consecutiven the orange garden of Mr. Madhusudan there are 150 orange trees.trees in each row is 5 more than that in each column. Find the numbe2.. Ieach row and each column with the help of following flow chartNo. of trees in acolumn is xNo. of trees Total no. of trees-â\|in row = . . .No. of trees inFind xFrameâ\|quadraticequationcolumnno. of trees in a row
Answer» No. Of trees in each column is xNo. Of trees in row = x + 5Total no. Of trees = 150 Quadratic equationx * (x + 5) = 150x^2 + 5x - 150 = 0x^2 + 15x - 10x - 150 = 0x(x + 15) - 10(x + 15) = 0x = - 15, 10 Value of x can not be - veSo x = 10 Number of trees in column = x = 10Number of trees in row = x + 5 = 10 + 5 = 15

naturalnuUe13Ie sum of squares of two consecutiven the orange garden of Mr. Madhusudan there are 150 orange trees.trees in each row is 5 more than that in each column. Find the numbe2.. Ieach row and each column with the help of following flow chartNo. of trees in acolumn is xNo. of trees Total no. of trees-â|in row = . . .No. of trees inFind xFrameâ|quadraticequationcolumnno. of trees in a row

Answer»

No. Of trees in each column is xNo. Of trees in row = x + 5Total no. Of trees = 150

Quadratic equationx * (x + 5) = 150x^2 + 5x - 150 = 0x^2 + 15x - 10x - 150 = 0x(x + 15) - 10(x + 15) = 0x = - 15, 10

Value of x can not be - veSo x = 10

Number of trees in column = x = 10Number of trees in row = x + 5 = 10 + 5 = 15