Type a math problem

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Type a math problem

Evaluate

\frac{343}{68719476736}\approx 0.000000005

$68719476736343 ≈0.000000005$

Solution Steps

7 ^ { 3 } \cdot 16 ^ { - 9 }

$7_{3}⋅16_{−9}$

Calculate 7 to the power of 3 and get 343.

Calculate $7$ to the power of $3$ and get $343$.

343\times 16^{\left(-9\right)}\approx 0.000000005

$343×16_{(−9)}≈0.000000005$

Calculate 16 to the power of -9 and get \frac{1}{68719476736}\approx 0.

Calculate $16$ to the power of $−9$ and get $687194767361 ≈0$.

343\times \left(\frac{1}{68719476736}\right)\approx 0.000000005

$343×(687194767361 )≈0.000000005$

Multiply 343 and \frac{1}{68719476736}\approx 0 to get \frac{343}{68719476736}\approx 0.000000005.

Multiply $343$ and $687194767361 ≈0$ to get $68719476736343 ≈0.000000005$.

\frac{343}{68719476736}\approx 0.000000005

$68719476736343 ≈0.000000005$

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343\times 16^{\left(-9\right)}\approx 0.000000005

Calculate 7 to the power of 3 and get 343.

343\times \left(\frac{1}{68719476736}\right)\approx 0.000000005

Calculate 16 to the power of -9 and get \frac{1}{68719476736}\approx 0.

\frac{343}{68719476736}\approx 0.000000005

Multiply 343 and \frac{1}{68719476736}\approx 0 to get \frac{343}{68719476736}\approx 0.000000005.

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