The value of m is equal to three times n divided by the difference of 4p and 5n. which of the equations below is equivalent to the equation described above?

Respuesta :

m = (3n) / (4p - 5n) <== ur equation

The value of m is equal to three times n divided by the difference of 4p and 5n.

The equation is

[tex]m=\frac{3n}{4p-5n}[/tex]

Given :

The value of m is equal to three times n divided by the difference of 4p and 5n

Lets write the given statement in equation form

three times n means we multiply 3  and n

three times n is 3n

the difference of 4p and 5n can be written as [tex]4p - 5n[/tex]

Now we divide 3n by 4p-5n

[tex]\frac{3n}{4p-5n}[/tex]

The value of m is equal to three times n divided by the difference of 4p and 5n.

Required equation is

[tex]m=\frac{3n}{4p-5n}[/tex]

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