What is (2.45x^{104})x(8.78x^{106}) ?

The solution to (2.45x^{104})x(8.78x^{106}) is 21.511x^{211}

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simplify (2.45x^{104})x(8.78x^{106})

simplify

(2.45 x^{104}) x (8.78 x^{106})

21.511 x^{211}

Solution steps

(2.45 x^{104}) x (8.78 x^{106})

Apply exponent rule:

a^{b} \cdot a^{c} = a^{b + c}

x^{104} x x^{106} = x^{104 + 1 + 106}

= 2.45 \cdot 8.78 x^{104 + 1 + 106}

Add the numbers:

104 + 1 + 106 = 211

= 2.45 \cdot 8.78 x^{211}

Multiply the numbers:

2.45 \cdot 8.78 = 21.511

= 21.511 x^{211}

(x + 3 y = - 6, - 6 x + 3 y = - 27)^{- 1}

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2 π 3^{3}

2^{10 \circ} 2

- 5 e^{- 8}

What is (2.45x^{104})x(8.78x^{106}) ?
The solution to (2.45x^{104})x(8.78x^{106}) is 21.511x^{211}