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Теңдемени чыгаргыла: 3х=1\frac{3}{х}=1х3=1
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13х=1 , х=?\frac{13}{х}=1\ ,\ х=?х13=1 , х=?
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Теңдеменин тамырын тапкыла:
х+1х−3=0\frac{х+1}{х_{ }-3}=0х−3х+1=0
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-1
2+х5=1\frac{2+х}{5}=152+х=1
121+15=?\sqrt[]{121}+15=?121+15=?
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3⋅64−98=?3\cdot\sqrt[]{64}-98=?3⋅64−98=?
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21х−7=35 х=?21х-7=35\ \ \ \ \ \ х=?21х−7=35 х=?
67⋅9=?67\cdot9=?67⋅9=?
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17у=12 у=?\frac{17}{у}=\frac{1}{2}\ \ \ \ \ \ у=?у17=21 у=?
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(278−78)⋅10=?\left(278-78\right)\cdot10=?(278−78)⋅10=?
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10 questions
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