Question

Select all the equivalent values of this expression. Select all the equivalent values of this experssion (8.59 × 104) – (3.2 × 103) 8.27 × 104 5.39 × 101 2.7488 × 107 82,700 7.8 × 10⁴ + 4.7 × 10³

Answer 1

To find equivalent values of (8.59 × 10⁴) − (3.2 × 10³), we first make sure the exponents match, yielding the result 8.27 × 10⁴ or 82,700. These are the equivalent values for the expression.

Step-by-step explanation:

The question asks us to find all the equivalent values of the expression (8.59 × 104) − (3.2 × 103). To do this, we need to ensure that both terms we're subtracting have the same exponent for 10. Converting the second term (3.2 × 103) to have the same exponent as the first term, we get:

(8.59 × 104) − (0.32 × 104) which equals (8.59 - 0.32) × 104 = 8.27 × 104.

Therefore, the equivalent values of the given expression are:

• 8.27 × 104
• 82,700

These values are equivalent because they represent the same numerical value written in different forms.