Question

Yadira's mom is buying hot dogs and hot dog buns for the family barbecue. Hot dogs come in packs of 12 and hot dog buns come in packs of 9. The store does not sell parts of a pack and Yadira's mom wants the same number of hot dogs as hot dog buns. What is the smallest total number of hot dogs that Yadira's mom can purchase?

Answer 1

Here your answer goes

$\leq Step :- 1\geq$

Find the least Common measure

The least common measure is 12 and 9

$\leq Step:- 2\geq$

Solve the least Common measure

L.C.M  (12 , 9) => 36

↓↓↓↓↓↓↓↓

The smallest total number of dogs that Yadira's mom can Purchase is 36

→ Be Brainly ←

$\leq$Together we go far$\geq$

Answer 2

HEY THERE!!!

Question:-

Yadira's mom is buying hot dogs and hot dog buns for the family barbecue. Hot dogs come in packs of 12 and hot dog buns come in packs of 9. The store does not sell parts of a pack and Yadira's mom wants the same number of hot dogs as hot dog buns. What is the smallest total number of hot dogs that Yadira's mom can purchase?

Method of Solution;-

Given :- Least Number as hot dog of pack and hot dogs of buns 12 and 9 respectively.

For least Number must be find Lowest common Multiple as (LCM).

LCM of 12 and 9=36

Explanations;-

=> 12=4 ×3

=> 9=3×3

LCM of Number = 3×3×4

= 36

Hence,

36 is the smallest total number of hot dogs that Yadira's mom can purchase.