If only 10 notes are needed to pay 3710 rupees , Which notes and ho many each ? *
Answers
I need to pay 107 rupees using notes of 50 rupees, 10 rupees, and 1 rupee. In how many ways can I hypothetically make the payment?
Is high body temperature a symptom of COVID-19?
Let's say we have denote the no.of notes of Rs.50 as F, Rs.100 as H, Rs.10 as T, and Re.1 as O.
Hence 50F+100H+10T+O=107
A cursory observation leads to:
H<= 1 ; F<=2; T<= 10; O<=107
Case 1
H=1 => 50F+10T+O=7 => O=7; T=F=0; H=1 (Combination 1)
Case 2
H=0 => 50F+10T+O= 107
Sub-Case 1
F=2 => 10T+O=7 => T=0; O=7; F=2; H=0 (Combination 2)
Sub-case 2
F=1 => 10T+O=57 => T=5,4,3,2,1,0 each will give rise to one final combination (6 combinations- H=0; F=1;)
F=0 => 10T+O=107 => T=10,9,...,1,0 will give rise to 10 possible combinations (10 combinations- H=0; F=0)
Hence overall 1+1+6+10=18 combinations or 18 ways to make the payment