+1667 3^-2 (a^4)
It's meticulous to solve a negative exponent, so find the reciprocal of 3^-2 and change the -2 to a positive 2.
1 / 3^2
There! Now add the a^4 back...
1(a^4) / 3^2
a^4 / 3^2
First, solve 3^2...
3 * 3 = 9
Put that in...
a^4 / 9
And that's it!
3^-2 * a^4 = a^4 / 9 = 1/9a^4
+1667 3^-2 (a^4)
It's meticulous to solve a negative exponent, so find the reciprocal of 3^-2 and change the -2 to a positive 2.
1 / 3^2
There! Now add the a^4 back...
1(a^4) / 3^2
a^4 / 3^2
First, solve 3^2...
3 * 3 = 9
Put that in...
a^4 / 9
And that's it!
3^-2 * a^4 = a^4 / 9 = 1/9a^4
+1904 \({3}^{-2}\times{a}^{4}\)
\(\frac{1}{{3}^{2}}\times{a}^{4}\)
\(\frac{1}{9}\times{a}^{4}\)
\(\frac{1}{9}{a}^{4}\)
\(\frac{{a}^{4}}{9}\)
.
