A sum of Rs.2700 is to be given in the form of 63 prizes. If the prize is of either Rs.100 or Rs.25, find the number of prizes of each type. About the author Amara
⟹ Since we have given that Number of prizes = 63 Prize amount = Rs. 2700 Prize value can be of Rs. 100 or Rs.25 Let the number of prizes for Rs. 100 be ‘x’. Let the number of prizes for Rs. 25 be ’63-x’. According to question, we get So, Number of prizes for Rs. 25 would be Hence, there are 15 prizes for Rs. 100 and 48 prizes for Rs. 25. [tex]\large\green{\fbox{hope \: it’s \: help \: you}}[/tex] Reply
[tex]\begin{gathered}{\Huge{\textsf{\textbf{\underline{\underline{\purple{Answer:}}}}}}}\end{gathered}[/tex] [tex]\implies[/tex]Since we have given that Number of prizes = 63 Prize amount = Rs. 2700 Prize value can be of Rs. 100 or Rs.25 Let the number of prizes for Rs. 100 be ‘x’. Let the number of prizes for Rs. 25 be ’63-x’. According to question, we get So, Number of prizes for Rs. 25 would be Hence, there are 15 prizes for Rs. 100 and 48 prizes for Rs. 25. Reply
⟹ Since we have given that
Number of prizes = 63
Prize amount = Rs. 2700
Prize value can be of Rs. 100 or Rs.25
Let the number of prizes for Rs. 100 be ‘x’.
Let the number of prizes for Rs. 25 be ’63-x’.
According to question, we get
So, Number of prizes for Rs. 25 would be
Hence, there are 15 prizes for Rs. 100 and 48 prizes for Rs. 25.
[tex]\large\green{\fbox{hope \: it’s \: help \: you}}[/tex]
[tex]\begin{gathered}{\Huge{\textsf{\textbf{\underline{\underline{\purple{Answer:}}}}}}}\end{gathered}[/tex]
[tex]\implies[/tex]Since we have given that
Number of prizes = 63
Prize amount = Rs. 2700
Prize value can be of Rs. 100 or Rs.25
Let the number of prizes for Rs. 100 be ‘x’.
Let the number of prizes for Rs. 25 be ’63-x’.
According to question, we get
So, Number of prizes for Rs. 25 would be
Hence, there are 15 prizes for Rs. 100 and 48 prizes for Rs. 25.