Answer:
To simplify the expression 5²×5²×10x⁶/2x⁴ 5x²=5÷5³, we can start by simplifying the numerator and denominator separately.
In the numerator, we have 5² × 5² × 10x⁶.
5² is equal to 25, and 5² is also equal to 25. Multiplying them together gives us 25 × 25 = 625.
Multiplying 625 by 10 gives us 6250.
Finally, we multiply 6250 by x⁶ to get 6250x⁶.
In the denominator, we have 2x⁴ 5x².
Dividing 5 by 5³ gives us 5/125 = 1/25.
Multiplying 2x⁴ by 1/25 gives us (2x⁴)/(25).
Putting it all together, the simplified expression is 6250x⁶ / (2x⁴)/(25).
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Answer:
To simplify the expression 5²×5²×10x⁶/2x⁴ 5x²=5÷5³, we can start by simplifying the numerator and denominator separately.
In the numerator, we have 5² × 5² × 10x⁶.
5² is equal to 25, and 5² is also equal to 25. Multiplying them together gives us 25 × 25 = 625.
Multiplying 625 by 10 gives us 6250.
Finally, we multiply 6250 by x⁶ to get 6250x⁶.
In the denominator, we have 2x⁴ 5x².
Dividing 5 by 5³ gives us 5/125 = 1/25.
Multiplying 2x⁴ by 1/25 gives us (2x⁴)/(25).
Putting it all together, the simplified expression is 6250x⁶ / (2x⁴)/(25).