Question

The whole question won’t fit so I’ll have to do parts

Answer 1

Given the tables represents the supplies needed to make two types of jewelry

Part A: we will write an expression to determine the cost of supplies to make 1 bracelet.

From the second table:

To make 1 bracelet we need 25 beads and 4 charms

From the first table:

The cost of one bead = $0.05, and the cost of charm = $0.45

So, the expression will be:

`25\mleft(0.05\mright)+4\mleft(0.45\mright)=3.05`

Part B: We will write an expression to determine the cost to make 2necklaces

Form the second table:

To make 1 necklace we need 48 beads and 1 charm

From the first table:

The cost of one bead = $0.05, and the cost of charm = $0.45

So, the expression will be as follows:

`2(48(0.05)+1(0.45))=5.7`

Part C: We will find the left money if she started with $40

So, first, we will find the total cost by adding the expressions of part A and part B

`25(0.05)+4(0.45)+2(48(0.05)+1(0.45))=3.05+5.7=8.75`

Second, subtract the total cost from $40

So, the money left =

`40-8.75=31.25`

So, the answer of part c: the money left = $31.25