Math, asked by MishraVats, 3 months ago

Question 1: SKATEBOARD
Eric wants to assemble his
own skateboard. What is the
minimum price and the
maximum price in this shop
for self-assembled
skateboards?
(a) Minimum price:
zeds.
(b) Maximum price:
zeds.​

Answers

Answered by itisujata994
1

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Answered by Pratham2508
0

Complete Question:

Eric wants to assemble his own skateboard. What are the minimum price and the maximum price in this shop for self-assembled skateboards?

  • Minimum Price=70 zeds and Maximum Price= 137 zeds
  • Minimum Price=80 zeds and Maximum Price= 137 zeds
  • Minimum Price=85 zeds and Maximum Price= 127 zeds
  • Minimum Price=80 zeds and Maximum Price= 135 zeds​

Answer:

Minimum Price=80 zeds and Maximum Price= 137 zeds  

Eric wants to assemble his own skateboard. Minimum Price=80 zeds and Maximum Price= 137 zeds are the minimum prices and the maximum price in this shop for self-assembled skateboards.

Explanation:

Given:

  • Eric wants to put his own skateboard together.
  • A complete board may be purchased from this store. Alternatively, you might get a deck, a set of 4 wheels, or a set of 2 wheels.
  • Trucks, a set of hardware, and your own board assembly.

To Find:

The lowest and highest prices for self-assembled skateboards in this store

Solution:

  • Deck- 40, 60 or 65
  • Set of wheels- 14 or 36
  • Set of 2 trucks- 16
  • Set of hardware- 10 or 20

Minimum cost   = 40 + 14 + 16 + 10  =  80   Zed

Maximum Cost  = 65  + 36  + 16  + 20  =   137  Zed

For self-assembled skateboards, this store's minimum and maximum prices are 80 and 137 zeds, respectively.

Between 80 and 137 zeds are the minimum and maximum prices.

Conclusion:

Minimum Price=80 zeds and Maximum Price= 137 zeds  

Eric wants to assemble his own skateboard. Minimum Price=80 zeds and Maximum Price= 137 zeds are the minimum prices and the maximum price in this shop for self-assembled skateboards.

#SPJ2

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