Question

Zachary places daisies and magnolias in a vase. If daisies cost x dollars, magnolias cost y dollars and a vase costs v dollars, mark all equations which represent the cost of 20 vases of 40 daisies and 80 magnolias.

Answer 1

Answer:

$Total = 20v + 40x + 80y$

$Total = 20(v + 2x + 4y)$

Step-by-step explanation:

The options were not given,en but the question can still be solved.

Given

$Daises = \ x$

$Magnolias = \ y$

$Vase = \ v$

Required

Determine the cost of 20 vases, 40 daises and 80 magnolias

If 1 vase costs $v, then

$20\ vases = 20 * v$

$20\ vases = 20v$

If 1 daises costs $x, then

$40\ daises = 40 * x$

$40\ daises = 40x$

If 1 magnolias costs $y, then

$80\ magnolias = 80 * y$

$80\ magnolias = 80y$

$Total = 20v + 40x + 80y$

Another expression that represents the total is to factorize the expression.

$Total = 20(v + 2x + 4y)$