|BSM

Questions

1 / 9

Time

Score

Power Rule - Integral Bases

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(19^8)^7$

$19^{56}$

$19^{45}$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(11^{-1})^2$

$11^{-2}$

$11^8$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(4^5)^4$

$4^{20}$

$4^5$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(10^{10})^{10}$

$10^{100}$

$10^{50}$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(2^{12})^{12}$

$2^{144}$

$2^{177}$

Simplify. Express in the form $b^x$ , where $b$ and $x\$ are integers.
$(-3^4)^1$

$-3^4$

$-3^8$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(2^3)^6$

$2^{18}$

$2^9$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(7^{-2})^4$

$7^{-8}$

$7^{-10}$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(17^2)^{-10}$

$17^{-20}$

$17^{-16}$

Questions

Time

Score

Power Rule - Integral Bases

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(19^8)^7$

$19^{56}$

$19^{45}$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(11^{-1})^2$

$11^{-2}$

$11^8$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(4^5)^4$

$4^{20}$

$4^5$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(10^{10})^{10}$

$10^{100}$

$10^{50}$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(2^{12})^{12}$

$2^{144}$

$2^{177}$

Simplify. Express in the form $b^x$ , where $b$ and $x\$ are integers.
$(-3^4)^1$

$-3^4$

$-3^8$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(2^3)^6$

$2^{18}$

$2^9$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(7^{-2})^4$

$7^{-8}$

$7^{-10}$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(17^2)^{-10}$

$17^{-20}$

$17^{-16}$

Incorrect

Great!

Questions

Time

Score

Power Rule - Integral Bases

Simplify. Express in the form ﻿bxb^xbx﻿ , where ﻿bbb﻿ and ﻿xxx﻿ are integers.﻿(198)7(19^8)^7(198)7﻿

﻿195619^{56}1956﻿

﻿194519^{45}1945﻿

Simplify. Express in the form ﻿bxb^xbx﻿ , where ﻿bbb﻿ and ﻿xxx﻿ are integers.﻿(11−1)2(11^{-1})^2(11−1)2﻿

﻿11−211^{-2}11−2﻿

﻿11811^8118﻿

Simplify. Express in the form ﻿bxb^xbx﻿ , where ﻿bbb﻿ and ﻿xxx﻿ are integers.﻿(45)4(4^5)^4(45)4﻿

﻿4204^{20}420﻿

﻿454^545﻿

Simplify. Express in the form ﻿bxb^xbx﻿ , where ﻿bbb﻿ and ﻿xxx﻿ are integers.﻿(1010)10(10^{10})^{10}(1010)10﻿

﻿1010010^{100}10100﻿

﻿105010^{50}1050﻿

Simplify. Express in the form ﻿bxb^xbx﻿ , where ﻿bbb﻿ and ﻿xxx﻿ are integers.﻿(212)12(2^{12})^{12}(212)12﻿

﻿21442^{144}2144﻿

﻿21772^{177}2177﻿

Simplify. Express in the form ﻿bxb^xbx﻿ , where ﻿bbb﻿ and ﻿x x\ x ﻿ are integers.﻿(−34)1(-3^4)^1(−34)1﻿

﻿−34-3^4−34﻿

﻿−38-3^8−38﻿

Simplify. Express in the form ﻿bxb^xbx﻿ , where ﻿bbb﻿ and ﻿xxx﻿ are integers.﻿(23)6(2^3)^6(23)6﻿

﻿2182^{18}218﻿

﻿292^929﻿

Simplify. Express in the form ﻿bxb^xbx﻿ , where ﻿bbb﻿ and ﻿xxx﻿ are integers.﻿(7−2)4(7^{-2})^4(7−2)4﻿

﻿7−87^{-8}7−8﻿

﻿7−107^{-10}7−10﻿

Simplify. Express in the form ﻿bxb^xbx﻿ , where ﻿bbb﻿ and ﻿xxx﻿ are integers.﻿(172)−10(17^2)^{-10}(172)−10﻿

﻿17−2017^{-20}17−20﻿

﻿17−1617^{-16}17−16﻿

Incorrect

Great!

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(19^8)^7$

$19^{56}$

$19^{45}$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(11^{-1})^2$

$11^{-2}$

$11^8$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(4^5)^4$

$4^{20}$

$4^5$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(10^{10})^{10}$

$10^{100}$

$10^{50}$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(2^{12})^{12}$

$2^{144}$

$2^{177}$

Simplify. Express in the form $b^x$ , where $b$ and $x\$ are integers.
$(-3^4)^1$

$-3^4$

$-3^8$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(2^3)^6$

$2^{18}$

$2^9$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(7^{-2})^4$

$7^{-8}$

$7^{-10}$

Simplify. Express in the form $b^x$ , where $b$ and $x$ are integers.
$(17^2)^{-10}$

$17^{-20}$

$17^{-16}$