If (4/7)²x × (4/7)⁵ ×(4/7)-²=(4/7)³÷(4/7)-x
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The equation (4/7)²x × (4/7)⁵ ×(4/7)⁻²=(4/7)³÷(4/7)⁻x can be simplified as follows:
(4/7)²x × (4/7)⁵ ×(4/7)⁻² = (4/7)² × (4/7)⁵ ÷ (4/7)⁻²
= (4/7)⁷
= (4/7)³ ÷ (4/7)⁻x
So, we can see that the equation is true for any value of x.
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