The dividend is 5600. The divisor and the quotient have a difference of 10. Write the division sentence

As written, the problem is ambiguous. If the divisor is greater than the quotient, then we have

5600/d = d-10

But, the quotient may be greater than the divisor . . .

To write the division sentence, we need to know both the divisor and the quotient.

Let's say the divisor is "x" and the quotient is "y".

We are given that the dividend is 5600.

Since the divisor and the quotient have a difference of 10, we can write an equation to represent this relationship:

x - y = 10

Now, by rearranging the equation, we can express the divisor in terms of the quotient:

x = y + 10

Finally, we can write the division sentence using the dividend (5600), divisor (x), and quotient (y):

5600 รท (y + 10) = y