Mathematics, 02.07.2020 04:01 jako12
When [(a2bc4)(ab3c2)]2(b2c5)3 is simplified, the exponent of b is Answer all the numbers are roots and powers
Answers: 2
![[(a^2bc^4)(ab^3c^2)]^2 (b^2c^5)^3](/tpl/images/0699/6843/603e9.png)
so as to find the exponent of b.![[(a^2bc^4)(ab^3c^2)]^2 (b^2c^5)^3\\\\= [a^3b^4c^6]^2 (b^{2*3}c^{5*3})\\\\= [a^6b^8c^{12}] (b^{6}c^{15})\\\\= a^6b^{8+6}c^{12 + 15}\\\\= a^6b^{14}c^{27}](/tpl/images/0699/6843/0c8fb.png)
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When [(a2bc4)(ab3c2)]2(b2c5)3 is simplified, the exponent of b is Answer
all the numbers are roots...
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