Asked by Abby
For questions 14-15, find the simplified form of each expression.
(3/2b^4)^3
(3/5y^4)^-2
(3/2b^4)^3
(3/5y^4)^-2
Answers
Answered by
Abby
Reiny, Steve!! I need help!
Answered by
Reiny
(3/2b^4)^3
= (27/8)b^12
(3/5y^4)^-2
= 1/(3/5y^4)^2
= 1/( (9/25)y^8
= 25/(9y^8)
or
(25/9)y^-8
= (27/8)b^12
(3/5y^4)^-2
= 1/(3/5y^4)^2
= 1/( (9/25)y^8
= 25/(9y^8)
or
(25/9)y^-8
Answered by
Abby
Can you help me with some graph ones?
Answered by
Bosnian
[ ( 3 / 2 ) b ^ 4 ] ^ 3 =
[ ( 3 ^ 3 ) / ( 2 ^ 3 ) ] * ( b ^ 4 ) ^ 3 =
( 27 / 8 ) * b ^ ( 4 * 3 ) =
( 27 / 8 ) * b ^ 12 =
27 b ^ 12 / 8
( 3 / 5 y ^ 4 )^ ( - 2 ) =
[ ( 3 ^ ( - 2 ) ] / [ ( 5 ^ ( - 2 ) ] * [ y ^ 4 ^ ( - 2 ) ] =
( 1 / 3 ^ 2 ) / ( 1 / 5 ^ 2 ) * y ^ [ 4 * ( - 2 ) ] =
( 1 / 9 ) / ( 1 / 25 ) * ( y ^ - 8 ) =
[ ( 1 * 25 ) / ( 1 * 9 ) ] * 1 / y ^ 8 =
( 25 / 9 ) * 1 / y ^ 8 =
25 / 9 y ^ 8
[ ( 3 ^ 3 ) / ( 2 ^ 3 ) ] * ( b ^ 4 ) ^ 3 =
( 27 / 8 ) * b ^ ( 4 * 3 ) =
( 27 / 8 ) * b ^ 12 =
27 b ^ 12 / 8
( 3 / 5 y ^ 4 )^ ( - 2 ) =
[ ( 3 ^ ( - 2 ) ] / [ ( 5 ^ ( - 2 ) ] * [ y ^ 4 ^ ( - 2 ) ] =
( 1 / 3 ^ 2 ) / ( 1 / 5 ^ 2 ) * y ^ [ 4 * ( - 2 ) ] =
( 1 / 9 ) / ( 1 / 25 ) * ( y ^ - 8 ) =
[ ( 1 * 25 ) / ( 1 * 9 ) ] * 1 / y ^ 8 =
( 25 / 9 ) * 1 / y ^ 8 =
25 / 9 y ^ 8
Answered by
Anonymous
Fractions
1-(2/3+1/5)=
1-(2/3+1/5)=
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