What is (4.1x^{1023})(8x^{103}) ?

The solution to (4.1x^{1023})(8x^{103}) is 32.8x^{1126}

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simplify (4.1x^{1023})(8x^{103})

simplify

(4.1 x^{1023}) (8 x^{103})

32.8 x^{1126}

Solution steps

(4.1 x^{1023}) (8 x^{103})

Apply exponent rule:

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

x^{1023} x^{103} = x^{1023 + 103}

= 4.1 \cdot 8 x^{1023 + 103}

Add the numbers:

1023 + 103 = 1126

= 4.1 \cdot 8 x^{1126}

Multiply the numbers:

4.1 \cdot 8 = 32.8

= 32.8 x^{1126}

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What is (4.1x^{1023})(8x^{103}) ?
The solution to (4.1x^{1023})(8x^{103}) is 32.8x^{1126}