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Simplify: (−7a−4b7)(3a2b−4) (1 point) Responses
Read the following proof of the polynomial identity a3+b3=(a+b)3−3ab(a+b).
Step 1: a3+b3=a3+3a2b+3ab2+b3−3ab(a+b) Step 2:
1 answer
asked by
Kylee
1,335 views
Simplify:
(3a2b)2(ab)3 (1 point) Responses 9a7b5 9 A to the 7th power b to the 5th power 6a7b5 6 A to the 7th power b to the 5th
1 answer
asked by
jhgfd
202 views
Simplify:
(−7a−4b7)(3a2b−4) (1 point) Responses −21b3a2 the fraction with numerator negative 21 b cubed and denominator A
1 answer
asked by
jhgfd
206 views
Simplify: (−7a−4b7)(3a2b−4) (1 point) Responses −21a8b28 the fraction with numerator negative 21 and denominator A to
1 answer
asked by
cyan
126 views
math6a²b³-3a²b=?
2 answers
68 views
(3a2b)2(ab)3
(1 point) Responses 6a7b5 6 A to the 7th power b to the 5th power 6a12b6 6 A to the 12th power b to the 6th power
1 answer
157 views
IM CLUELESS PLEASE EXPLAIN IM GONNA TAKE A TEST THANK YOU
3A2B+2A2B2AND-AB2+A2B2?
3 answers
asked by
DUH!!!!
472 views
If a and b are positive numbers, which expression is equivalent to 27a6b527a5 b6
3a²bb23a²b³√3a ○27ab (√a-√b)
1 answer
asked by
idk
10 views
Use Pascal’s Triangle to write out the expansion of (a+b)3 .(1 point) Responses a3b3+3a2b2+3ab+1 a cubed b cubed plus 3 a
1 answer
8 views
Use Pascal’s Triangle to write out the expansion of (a+b)3 .(1 point)
Responses a3b3+3a2b2+3ab+1 a cubed b cubed plus 3 a
2 answers
59 views