Mathematics
Grade-7
Easy
Question
The product of
is ____.
Hint:
Simply multiply the two number to find the product.
The correct answer is: ![negative 5 over 48](data:image/png;base64,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)
STEP BY STEP SOLUTION
Product of ![negative 5 over 6 space & space 1 over 8 space i s space e q u a l s space t o](data:image/png;base64,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)
![negative 5 over 6 space cross times space 1 over 8 space equals space fraction numerator negative 5 space cross times space 1 over denominator 6 space cross times space 8 end fraction space equals space minus 5 over 48](data:image/png;base64,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)
The product of above two number =![negative 5 over 48](data:image/png;base64,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)
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Mathematics
Graph the opposite of the number shown on the number line.
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)
Graph the opposite of the number shown on the number line.
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)
MathematicsGrade-7
Mathematics
Graph the opposite of the number shown on the number line.
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)
Graph the opposite of the number shown on the number line.
![](data:image/png;base64,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)
MathematicsGrade-7