Jasoncookies23
contestada

I WILL MAKE BRAINLIEST!!!!!!!PLZ HELP ME!!!!!!!!
Not including tax, 14 pieces of clothing cost $107. Pants cost $12.50 and shirts cost $4.00. No other types of clothes were purchased. Which system of equations could be used to solve for the number of pants (p) and the number of shirts (s) bought?

I WILL MAKE BRAINLIESTPLZ HELP ME Not including tax 14 pieces of clothing cost 107 Pants cost 1250 and shirts cost 400 No other types of clothes were purchased class=
I WILL MAKE BRAINLIESTPLZ HELP ME Not including tax 14 pieces of clothing cost 107 Pants cost 1250 and shirts cost 400 No other types of clothes were purchased class=
I WILL MAKE BRAINLIESTPLZ HELP ME Not including tax 14 pieces of clothing cost 107 Pants cost 1250 and shirts cost 400 No other types of clothes were purchased class=
I WILL MAKE BRAINLIESTPLZ HELP ME Not including tax 14 pieces of clothing cost 107 Pants cost 1250 and shirts cost 400 No other types of clothes were purchased class=

Respuesta :

yminose731
the third pic. the one below.
reason?
The total cost for one shirt and a pair of pants is $12.00+$4.00=$16.50; C is the one applies that equation the most, thus making it the correct answer.
Ver imagen yminose731
The second choice: p+s=14 and 12.5p+4s=107. This is because the articles of clothing (p representing pants and s representing shirts) are supposed to equal 14, which is what our first equation is. Our second equation aims to find how many shirts and pants were bought that made it equal to 107. We don't know how many shirts or pants there are, but we know that a certain number of shirts (times the cost of 12.5) plus a certain number of pants (times the cost of 4) will equal 107. This translates into the equation 12.5p+4s=107. Since the second choice has BOTH of these answers, that is your correct answer.

:)

Otras preguntas