Respuesta :
Part A.) Let z be the variable denoted for the total cost of alIl kitten supplies. Then, let x be the number of bottles and let y be the number of cans. The equation would be: z = 3.99x + 1.50y The coefficients are 1 for z, 3.99 for x and 1.50 for y. There are no constants. The variables are z, x and y. Part B.) Substitute x=30 and y=120 to the equation in part A to determine z. z = 3.99(30) + 1.50(120) z = $299.7 Part C. Sales tax would be 7% of the total cost. This would be added as a constant. The expression would be: z = (3.99x + 1.50y)(1+0.07) Substituting x=30 and y=120, z = (3.99*30 + 1.50*120)(1+0.07) z = $320.679
Answer:
Step-by-step explanation:
A.) Let z be the variable denoted for the total cost of all kitten supplies. Then, let x be the number of bottles and let y be the number of cans. The equation would be:
z = 3.99x + 1.50y
The coefficients are 1 for z, 3.99 for x and 1.50 for y.
There are no constants.
The variables are z, x and y.
Part B.) Substitute x=30 and y=120 to the equation in part A to determine z.
z = 3.99(30) + 1.50(120)
z = $299.7
Part C.
Sales tax would be 7% of the total cost. This would be added as a constant. The expression would be:
z = (3.99x + 1.50y)(1+0.07)
Substituting x=30 and y=120,
z = (3.99*30 + 1.50*120)(1+0.07)
z = $320.679