For the given quadratic equation 5x +3y-5 state the root
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HERE IS UR ANSWER
We can put the two numerical values of each root in the places of x and y, respectively. The correct root will produce the final result same as on the RHS of the given equation. The value of LHS matches with the value of RHS. Hence, the roots of the given equation is (1,0)
5x + 3y - 5 =0
put value of
x =1
y=0
5(1) + 3 (0) - 5 =0
5 + 0 = 5
5 = 5
THEREFORE , (1,0) IS ROOT OF 5X + 3Y -5 =0
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(1,0) is the root of 5x +3y-5.
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