Answer:
The object is at a height of 0.0335 m
Step-by-step explanation:
First let's see what is the formula of gravitational potential energy

m= mass of the object
g= gravity (the value of gravity is a constant. Its value is approximately
)
h= height at which the object is in relation to zero
To calculate the height at which the object is enclosed, we clear the h of the formula

Now we substitute the data in the formula

The object is at a height of 0.0335 m