Respuesta :
(a ^ b) ^ c = a ^ (bc) using this formula
64 * 10^-4.
sqrt(64 * 10^-4)
sqrt(64) * sqrt(10^-4)
=+/- 8 * (10^-4)^1/2
=+/-8 * (10)^(-4 * 1/2)
=+/-8 * 10^(-2)
=+/-8 * 0.01
=+/- 0.08
hope it helps
64 * 10^-4.
sqrt(64 * 10^-4)
sqrt(64) * sqrt(10^-4)
=+/- 8 * (10^-4)^1/2
=+/-8 * (10)^(-4 * 1/2)
=+/-8 * 10^(-2)
=+/-8 * 0.01
=+/- 0.08
hope it helps
Answer: 1) Third option is correct.
2) Second option is correct.
Step-by-step explanation:
1) Since we have given that
[tex]\sqrt{0.0064}[/tex]
We need to find all the real square roots.
First we will write it in the following way:
[tex]\sqrt{0.0064}\\\\=\sqrt{\frac{64}{10000}}\\\\=\frac{\sqrt{64}}\sqrt{10000}}\\\\=\pm\frac{8}{100}\\\\=\pm 0.08\\\\=0.08,-0.08[/tex]
Hence, the real square roots of 0.0064 are 0.08 and -0.08.
Hence, Third option is correct.
2) The real number root will be of 1.1 as it is the only positive number among the options for the real number root.
[tex]\sqrt{1.1}=1.048[/tex]
So, Second option is correct.