Respuesta :
To answer this question you can create an equation in terms of the number of zucchini that were planted. Each other plant gives information that can relate to the number of zucchini plants.
# of cucumbers + # of tomatoes + # of zucchini
2z + 2z + 8 + z = 43
5z + 8 = 43
-8 -8
5z = 35
5 5
z = 7 plants
There were 7 zucchini plants, 14 (2 x 7) cucumber plants, and 22 (2 x 7 + 8) tomato plants.
# of cucumbers + # of tomatoes + # of zucchini
2z + 2z + 8 + z = 43
5z + 8 = 43
-8 -8
5z = 35
5 5
z = 7 plants
There were 7 zucchini plants, 14 (2 x 7) cucumber plants, and 22 (2 x 7 + 8) tomato plants.
z+c+t = 48, 7 zucchini, 14 Cucumbers, 22 tomatoes
In this equation, we will change all plants in terms of zucchini
zuccini=z (base term)
cucumbers =2z (two times the number of zucchini
tomatoes = 2z+8 (eight more than cucumbers)
z+c+t= 43
z+2z+2z+8=43 combine like terms
5z+8=43 subtract both sides by 8
5z=35 divide by 5
z=7
Plug in values for z to solve for c and t
cucumbers = 2(7) = 14
Tomatoes = 2(7)+8 = 22
In this equation, we will change all plants in terms of zucchini
zuccini=z (base term)
cucumbers =2z (two times the number of zucchini
tomatoes = 2z+8 (eight more than cucumbers)
z+c+t= 43
z+2z+2z+8=43 combine like terms
5z+8=43 subtract both sides by 8
5z=35 divide by 5
z=7
Plug in values for z to solve for c and t
cucumbers = 2(7) = 14
Tomatoes = 2(7)+8 = 22