if the product of two numbers is 360 and their ratio is 10:9 then find the numbers
yash358:
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Answers
Answered by
78
let the numbers be 10x and 9x
ATQ
10x ( 9x )= 360
90x^2 = 360
x^2 = 4
x = +-2
the numbers are
10(+-2) = +-20
9(+-2) = +-18
ATQ
10x ( 9x )= 360
90x^2 = 360
x^2 = 4
x = +-2
the numbers are
10(+-2) = +-20
9(+-2) = +-18
Answered by
71
let the first number be 10x
And second nunber be 9x
ATQ
10x(9x) 360
90x^2 = 360
x^2 = 360/90
x = +-√2
So, the nunbers are :-
10(+-2) = +-20
9(+-2) = +-18
And second nunber be 9x
ATQ
10x(9x) 360
90x^2 = 360
x^2 = 360/90
x = +-√2
So, the nunbers are :-
10(+-2) = +-20
9(+-2) = +-18
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