An online shopping store is giving away gift coupons for its anniversary. If the gift coupons were all in denominations of Rs. 300 and Rs. 500 and the store sold 'm' Rs. 300 coupons and 'n' Rs. 500 coupons worth Rs. 9300 on a Sunday evening, how many different values can 'm' take?

No worries! We‘ve got your back. Try BYJU‘S free classes today!

Right on! Give the BNAT exam to get a 100% scholarship for BYJUS courses

Open in App

Solution

The correct option is D 6
300m + 500n = 9300

$m = \frac{9300 - 500 n}{300}$ which means that 9300 must be a multiple of 300.

$\begin{matrix} n & m 3 & 26 6 & 21 9 & 16 12 & 11 15 & 6 18 & 1 \end{matrix}$

So, m can take 6 values

Suggest Corrections

Similar questions

Q. A bakery gave out coupons to celebrate its grand opening. each coupon was worth either

1

3

, or

5

. Twice as many

1

coupons were given out as

3

coupons, and

3

times as many

3

coupons were given out as

5

coupons. The total value of all the coupons given out was

360

. How many

3

coupons were given out?

Q. Abhiyan has 80 coupons. He got a badminton racket for 25 coupons and a toy car for 32 coupons. He is left with coupons.

I decided to purchase anniversary gift for my parents; from my piggy bank, I got Rs.2000. In the gift shop, every 3 gifts cost Rs.500. I can buy myself 12 gifts with the money I have.

Q. Each packet of SOAP costs Rs 10. Inside each packet is a gift coupon labeled with one of the letters S, O, A, and P. If a customer submits four such coupons that make up the word SOAP, the customer gets a free SOAP packet. Ms. X kept buying packet after packet of SOAP till she could get one set of coupons that formed the word SOAP. How many coupons with label P did she get in the above process?
1. The last label obtained by her was S and the total amount spent was Rs 210.
2. The total number of vowels obtained was 18

Q. Out of 35 coupons, 18 are used to buy a basketball. How many coupons are left?

Join BYJU'S Learning Program

An online shopping store is giving away gift coupons for its anniversary. If the gift coupons were all in denominations of Rs. 300 and Rs. 500 and the store sold 'm' Rs. 300 coupons and 'n' Rs. 500 coupons worth Rs. 9300 on a Sunday evening, how many different values can 'm' take?

The correct option is D 6300m + 500n = 9300 m=9300−500n300 which means that 9300 must be a multiple of 300. nm3266219161211156181 So, m can take 6 values

The correct option is D 6
300m + 500n = 9300

$m = \frac{9300 - 500 n}{300}$ which means that 9300 must be a multiple of 300.

$\begin{matrix} n & m 3 & 26 6 & 21 9 & 16 12 & 11 15 & 6 18 & 1 \end{matrix}$

So, m can take 6 values