The product of two numbers is 1575 and their quotient is 9/7. Find the number.s.
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here is your answer
Solution
Given
Product of two number is 1572
Quotient of number is 9 / 7
To find
what is the number
Solve
It is given that product of two number is 1575
So let us take at first number as x and second number as y
Therefore we get as x * y = 1575
Similarly it is also given that quotient is 9 /7
or x = 9 y / 7
Now let us find solution
( 9y /7 ) * y = 1575
y^2 = ( 7/9 ) *1575
y = 1225
y =35
So Y = + / - we don't know whether it is positive or negative
let us find other solution
x = 1575 /y
x = 1575 / 35
x = 45
Therefore another number is
either in positive ( 35 , 45 )
either in negative ( -35 , -45)
hope it helps
thank you
here is your answer
Solution
Given
Product of two number is 1572
Quotient of number is 9 / 7
To find
what is the number
Solve
It is given that product of two number is 1575
So let us take at first number as x and second number as y
Therefore we get as x * y = 1575
Similarly it is also given that quotient is 9 /7
or x = 9 y / 7
Now let us find solution
( 9y /7 ) * y = 1575
y^2 = ( 7/9 ) *1575
y = 1225
y =35
So Y = + / - we don't know whether it is positive or negative
let us find other solution
x = 1575 /y
x = 1575 / 35
x = 45
Therefore another number is
either in positive ( 35 , 45 )
either in negative ( -35 , -45)
hope it helps
thank you
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