Question

the age of man 9 years after is square of the age 33 years ago. find the present age of the man

Answer 1

The age of a man is 1098.Because the square of 33 is 1089 and add 9 to it then the answer will be 1098.

I hope it will help you

Answer 2

Answer:

40 years or 27 years.

Step-by-step explanation:

Let the present age be x

So, age after nine years will be x+9

So, age 33 years ago was = x-33

Now we are given that the age of man 9 years after is square of the age 33 years ago

So, $x+9=(x-33)^2$

$x+9=x^2+1089-66x$

$x^2+1080-67x=0$

$x^2-40x-27x+1080=0$

$x(x-40)-27(x-40)=0$

$(x-40)(x-27)=0$

$x=40,27$

Thus the present age of man can be 40 years or 27 years.