Translate the following phrases into an algebraic expression using the variable x to represent the cost of the reel. Do not simp
lify.
The cost of purchasing a fishing rod and reel if the rod costs $5 less than twice the cost of the reel
2 answers:
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we have to translate the following phrases into an algebraic expression using the variable x to represent the cost of the reel.
<u>The</u><u> </u><u>phrase</u><u> </u><u>is</u><u> </u>
<em>The cost of purchasing a fishing rod and reel if the rod costs $5 less than twice the cost of the reel</em>
<em> </em>let the cost of rell is <em>X</em>
Rod= $5 less than twice the cost of the reel
COST OF ROD AND REEL
- COST =rod+reel
- COST=2X-5+X
Answer:
2x-5 + x
Step-by-step explanation:
x = cost of the reel
rod costs 2 times the reel minus 5
rod = 2x-5
We want the cost of the rod and reel
cost = rod + reel
= 2x-5 + x
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Please show the underlined number. I can help you.
[x+x] + [x+x+x] = [2x] + [3x] = 5x
[x+x+x] + [x+x+x] = [3x] + [3x] = 6x
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75.41*11.5= 8.67
75.41+8.67=84.08
84.08*15%=12.61
84.08+12.61= 96.69
The total is $96.69
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