Respuesta :
Answer:
The weight of second fish
[tex]w\leq0.5+x[/tex] pound.
Step-by-step explanation:
Given You catch two fishes
Let weight of I fish = x pound
If the weight of II fish atleast 0.5 pound more than the weight of I fish
The weight of II fish=w pound
Therefore, [tex]w\leq x+0.5[/tex]
Where x= Weight of I fish
w= Weight of II fish
[tex]\leq[/tex]= Less than or equal to
"+" = Sign of addition
Because the weight of II fish is greater than the weight of I fish
The required expression for the weight of II fish
[tex]w\leq x+0.5[/tex] pound.
Weight of second fish [tex]W\geq 1.7[/tex] pounds
Given :
The weight of first fish is attached below
The second fish weighs at least 0.5 pound more than the first fish
Explanation :
Let 'W' be the weight of second fish
Weight of first fish is 1.2 pounds .
Weight of second fish is atleast 0.5 pound more . So we add 0.5 with 1.2
[tex]1.2+0.5= 1.7[/tex]
Question says atleast 0.5 pounds more
so weight of second fish should be more than or equal to 1.7
[tex]W\geq 1.7[/tex]
Learn more : brainly.com/question/18039520
