Find the reminder when $3^{101}$ is divided by 7?

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Find the reminder when $3^{101}$ is divided by 7?

A2

B3

C5

D6

Answer:

B. 3

Read Explanation:

3

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Related Questions:

$2^{1000}-2^{999}=$

Given that $87^{0.27} = x$ , $87^{0.15}= y$ and $x^z = y^6$ , then the value of z is close to:

ലഘൂകരിക്കുക:

$(8)^{\frac{2}{3}}\times(27)^{\frac{2}{3}}$

$\frac{(123-2)^{1/2}(78+3)^{1/4}}{243^{(1/5)}}$