representthe following situations in the form of quadratic equation 1the two product of consecutive integersis 306we need to find the integer
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Answered by
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X(x+1)=306
X^2+x=306
This the required quadratic equation
Hope this may help u....
X^2+x=306
This the required quadratic equation
Hope this may help u....
Anonymous:
yes
nyc
Answered by
1
x(x+1)=306
x^2 +x-306=0
x^2+18x-17x-306=0
x(x+18)-17(x+18)=0
(x-17)(x+18)=0
x-17=0
x=17
x+18=0
x=-18(not considered)
The numbers are x=17 and x+1=17+1=18
Therefore the numbers are 17 and 18
x^2 +x-306=0
x^2+18x-17x-306=0
x(x+18)-17(x+18)=0
(x-17)(x+18)=0
x-17=0
x=17
x+18=0
x=-18(not considered)
The numbers are x=17 and x+1=17+1=18
Therefore the numbers are 17 and 18
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