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Hint-When two discounts are given make use of the formula of total discount.
Let x be the first discount =50%
Let y be the second discount=40%
The total discount is given by the formula $\begin{gathered}
= \left( {x + y - \dfrac{{xy}}{{100}}} \right)\% \\
= \left( {50 + 40 - \dfrac{{2000}}{{100}}} \right)\% \\
\end{gathered} $
The total discount=$\left( {90 - \dfrac{{2000}}{{100}}} \right)\% = 70\% $
Therefore, we can write 50% discount + 40% discount=70% discount
Note: Do not add up the two given discounts directly ,always make use of the total discount formula when solving problems like these.
Let x be the first discount =50%
Let y be the second discount=40%
The total discount is given by the formula $\begin{gathered}
= \left( {x + y - \dfrac{{xy}}{{100}}} \right)\% \\
= \left( {50 + 40 - \dfrac{{2000}}{{100}}} \right)\% \\
\end{gathered} $
The total discount=$\left( {90 - \dfrac{{2000}}{{100}}} \right)\% = 70\% $
Therefore, we can write 50% discount + 40% discount=70% discount
Note: Do not add up the two given discounts directly ,always make use of the total discount formula when solving problems like these.
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