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matvey1207
@matvey1207
August 2022
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Приведите к дроби со знаменателем 4а^5c^2 дроби:
1) 4а
-------
а^3c
2) 5ac^3
------------
a^2c
3) 4a
--------
2ac^2
4) ac^4
----------
0.5ac
5) 5.5ac
------------
a^2c
6) -ax
---------
a^3c
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Удачник66
Verified answer
1) (4a*4a^2*c) / (a^3*c*4a^2*c) = (16a^3*c) / (4a^5*c^2)
2) (5ac^3*4a^3*c) / (a^2*c*4a^3*c) = (20a^4*c^4) / (4a^5*c^2)
3) (4a*2a^4) / (2ac^2*2a^4) = (8a^5) / (4a^5*c^2)
4) (ac^4*8a^4*c) / (0,5ac*8a^4*c) = (8a^5*c^5) / (4a^6*c^2)
5) (5,5ac*4a^3*c) / (a^2*c*4a^3*c) = (22a^4*c^2) / (4a^5*c^2)
6) -(ax*4a^2*c) / (a^3*c*4a^2*c) = -(4a^3*cx) / (4a^5*c^2)
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Answers & Comments
Verified answer
1) (4a*4a^2*c) / (a^3*c*4a^2*c) = (16a^3*c) / (4a^5*c^2)2) (5ac^3*4a^3*c) / (a^2*c*4a^3*c) = (20a^4*c^4) / (4a^5*c^2)
3) (4a*2a^4) / (2ac^2*2a^4) = (8a^5) / (4a^5*c^2)
4) (ac^4*8a^4*c) / (0,5ac*8a^4*c) = (8a^5*c^5) / (4a^6*c^2)
5) (5,5ac*4a^3*c) / (a^2*c*4a^3*c) = (22a^4*c^2) / (4a^5*c^2)
6) -(ax*4a^2*c) / (a^3*c*4a^2*c) = -(4a^3*cx) / (4a^5*c^2)