Respuesta :
Hey Ferne!
Multiplication is commutative and associative, so let's regroup these numbers so they're easier to multiply.
[tex]\rm (4\times10^4)\times(2\times10^3)=(4\times2)\times(10^4\times10^3)[/tex]
Apply your exponent rule to the powers of 10, adding the exponents together, and multiply the 4 and 2,
[tex]\rm =(8)\times(10^{4+3})[/tex]
We can drop the brackets as a final step,
[tex]\rm =8\times10^7[/tex]
Hope that helps!
Multiplication is commutative and associative, so let's regroup these numbers so they're easier to multiply.
[tex]\rm (4\times10^4)\times(2\times10^3)=(4\times2)\times(10^4\times10^3)[/tex]
Apply your exponent rule to the powers of 10, adding the exponents together, and multiply the 4 and 2,
[tex]\rm =(8)\times(10^{4+3})[/tex]
We can drop the brackets as a final step,
[tex]\rm =8\times10^7[/tex]
Hope that helps!