edited by
1,183 views
1 votes
1 votes

Mohan is a carpenter who specialises in making chairs. For every assignment he undertakes, he charges his commision and cost. His commission is fixed and equals $ ₹560$ per assignment while the cost equals $ ₹2n^2$ where, $n$ is the total number of chairs he makes. If for a certain assignment the average cost per chair is not more than $₹68$, then the minimum and maximum possible number of chairs in the assignment are, respectively.

  1. $13\:\text{and}\:19$
  2. $13\:\text{and}\:20$
  3. $14\:\text{and}\:19$
  4. $14\:\text{and}\:20$
edited by

Please log in or register to answer this question.

Related questions

0 votes
0 votes
0 answers
1
Krithiga2101 asked Mar 9, 2020
1,446 views
The values of the numbers $2^{2004}\:\text{and}\:5^{2004}$ are written one after another. How many digits are there in all?$4008$$2003$$2004$None of these
0 votes
0 votes
0 answers
2
1 votes
1 votes
1 answer
3
Krithiga2101 asked Mar 9, 2020
856 views
$\begin{array}{}Let\;f_{n+1}(x)&=f_n(x)+1\;\text{if $n$ is a multiple of 3}\\ &=f_n(x)-1\;\text{otherwise.}\end{array}$If $f_1(1)=0$, then what is $f_{50}(1)$?$-18$$-16$$...