In eight years a girl will be three years older than twice her present age how old is she now?

The answer is 5 years old.

The answer is 5 years old.Subtract 8 years (Modifying value) by 3 years (The difference between twice her present age) = 5 years (Her current age)

The answer is 5 years old.Subtract 8 years (Modifying value) by 3 years (The difference between twice her present age) = 5 years (Her current age)And when we check it:

The answer is 5 years old.Subtract 8 years (Modifying value) by 3 years (The difference between twice her present age) = 5 years (Her current age)And when we check it:5 years (her current age) + 8 years in the

The answer is 5 years old.Subtract 8 years (Modifying value) by 3 years (The difference between twice her present age) = 5 years (Her current age)And when we check it:5 years (her current age) + 8 years in thefuture = 13 years (In the future)

The answer is 5 years old.Subtract 8 years (Modifying value) by 3 years (The difference between twice her present age) = 5 years (Her current age)And when we check it:5 years (her current age) + 8 years in thefuture = 13 years (In the future)in which 13 years makes the statement "3 years older than twice her present age which is equal to 5 (her present age) x 2= 10" a fact

The answer is 5 years old.Subtract 8 years (Modifying value) by 3 years (The difference between twice her present age) = 5 years (Her current age)And when we check it:5 years (her current age) + 8 years in thefuture = 13 years (In the future)in which 13 years makes the statement "3 years older than twice her present age which is equal to 5 (her present age) x 2= 10" a fact13 years is 3 years older than twice her present age which is 10.

Step-by-step explanation:

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8

Step-by-step explanation:

Let the girl's age be g.

In 8 years, g+8, she will be twice as much as her present age, so that would be 2(g) + 3 so joining the equation, we get:

g+8=2(g) +3

Solve:

g+8=2g+3

g+3=8

g=5

The girl is 5 years old.