Question

Show your work and write an expression using the following criteria:

A dividend is greater than 1,000

The quotient is 52 with a remainder of 18

please help me, fast!

Answer 1

Can u please help me with a question

Answer 2

To find an expression that meets your criteria, we can start by setting up a division equation. Let's call the dividend "D". According to the criteria:

Dividend (D) > 1,000

Quotient = 52

Remainder = 18

Based on these criteria, we can set up the equation as follows:

D = Quotient × Divisor + Remainder

Since the quotient is 52 and the remainder is 18, the equation becomes:

D = 52 × Divisor + 18

To meet the criteria that the dividend is greater than 1,000, we need to find a suitable value for the divisor. We can do that by rearranging the equation:

D - 18 = 52 × Divisor

Now, let's choose a value for D that is greater than 1,000. For example, let's use D = 1,500:

1,500 - 18 = 52 × Divisor

1,482 = 52 × Divisor

Dividing both sides by 52:

Divisor = 1,482 / 52

Simplifying:

Divisor ≈ 28.5

Therefore, the expression that satisfies the given criteria is:

Dividend (D) = 1,500

Quotient = 52

Remainder = 18

Divisor ≈ 28.5

The equation becomes:

1,500 = 52 × 28.5 + 18