Harold works at a men,s clothing store which marks up its retail clothing by 27%. The store purchases pants for 74.00 suit jackets for 325.00 and dress shirts for 48.00 how much will Harold charge a customer for two pairs of pants ,three dress shirts and a suit jacket?
<span>Y= Retail price
</span>X= Purchase Price
Formula: Y= X(1 + 0.27)
Pants: $74.00 x 1.27 = 93.98
Dress: $325.00 x 1.27 = 412.75
Shirt: 48.00 x 1.27 = 60.96
2 pants: $93.98 x 2 = $187.96
3 dresses: $412.75 x 3 = $1,238.25
1 suit jacket: $60.96 x 1 = $60.96
187.96
1,238.25
<span>+ 60.96
</span>1,487.17
Harold would charge a customer $1,487.17 for <span>two pairs of pants, three dress shirts and a suit jacket at a markup price of 27%</span>
Answer:
1. Less Steeper
2. Reflected over the x axis
3. Steeper
Step-by-step explanation:
Answer:
Step-by-step explanation:
<u>We observe the pattern:</u>
<u>It can be put as:</u>
- 0 + 1, 1 + 4, 4 + 9, 9 + 16, ..
or
- 0² + 1², 1² + 2², 2² + 3², 3² + 4², ..
<u>The nth term is going to be:</u>
<u>The sum of the 31 terms will be:</u>
- N = 0² + 1² + 1² + 2² + 2² + 3² + 3² + ... + 30² + 30² + 31²
or
- N = 2(1² + 2² + 3² + ... + 30²) + 31²
<u>Use the formula for sum of the first n squares:</u>
- 1² + 2² + 3² + ... + n² = n(n + 1)(2n + 1)/6
<u>The sum N equals:</u>
- N = 2(30*31*61)/6 + 31² = 10*31*61 + 31²
<u>And the value of N/31 is:</u>
