find the value of M: (2/9)4 *(2/9)-7=(2/9)2m+1
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16/71=4m/9 +8
4/71=m/9+2
(4-71×2)/71=m/9
-138/71=m/9
m=(-138×9)/71
=-17.49
4/71=m/9+2
(4-71×2)/71=m/9
-138/71=m/9
m=(-138×9)/71
=-17.49
Answered by
3
Hey friend,
Here is the answer you were looking for:

Hope this helps!!!
@Mahak24
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Here is the answer you were looking for:
Hope this helps!!!
@Mahak24
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