Fill in the blanks: Solve for $$ x $$ : a) $$ 3^{x}=3^{10} ; \quad x=\square $$ b) $$ 71000^{\circ}=x ; \quad x=\square $$

Question

UpStudy AI · Accepted Answer

To solve for $$ x $$ in each equation:

a) Given the equation $$ 3^{x} = 3^{10} $$, since the bases are the same, we can set the exponents equal to each other:

$$
x = 10
$$

So, $$ x = \square $$ is $$ 10 $$.

b) The equation $$ 71000^{\circ} = x $$ seems to be a bit unclear, as it appears to be a temperature or angle measurement rather than a mathematical equation to solve for $$ x $$. If we interpret it as $$ x $$ being equal to $$ 71000 $$ degrees, then:

$$
x = 71000
$$

So, $$ x = \square $$ is $$ 71000 $$.

In summary:
a) $$ x = 10 $$
b) $$ x = 71000 $$
a) $$ x = 10 $$ b) $$ x = 71000 $$

Fill in the blanks:
Solve for :
a)
b)

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