find two numbers whose sum is 27 and product is 182
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Let the first number = x
Given that sum is 27
Then second number is = 27 – x
Given that product is 182.
So that
x(27 – x) = 182
27 x – x2 – 182 = 0
x2 – 27 x + 182 = 0
now factorize it we get
Thus the two numbers are 13 and 14
Given that sum is 27
Then second number is = 27 – x
Given that product is 182.
So that
x(27 – x) = 182
27 x – x2 – 182 = 0
x2 – 27 x + 182 = 0
now factorize it we get
Thus the two numbers are 13 and 14
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