Mathematics, 19.01.2020 12:31 adrianamunn

The stores below each have the same snowboard for an original price of $189.59. at which store can you get the snowboard for the lowest price? store a: sale of 30% off and a successive discount of 10% off. store b: sale of 20% off and a successive discount of 20% off. store c: sale of 40% off.

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Answer from: northpolea

Snowboard can be purchased for the lowest price from Store C offering 40% discount.

Step-by-step explanation:

We need to compare discounts of 3 stores and find the store selling snowboard lowest of them.

Store A: Sale of 30% off and a successive discount of 10% off.

The formula used for successive discount is = (x+y - xy /100)%

here x= 30 and y =10 so total discount is:

Total discount = ( 30 +10 - (30*10)/100)%

= (40 - 300/100) %

= (40 -3) % = 37%

Original price = $189.59

Discount offered = 37% of $189.59

= 37/100 * 189.59 = $70.15

Selling Price = Original price - Discount offered

= $189.59 - $70.15

= $ 119.44

Store B: Sale of 20% off and a successive discount of 20% off.

The formula used for successive discount is = (x+y - xy /100)%

here x= 20 and y =20 so total discount is:

Total discount = ( 20 +20 - (20*20)/100)%

= (40 - 400/100) %

= (40 -4) % = 36%

Original price = $189.59

Discount offered = 36% of $189.59

= 36/100 * 189.59 = $68.25

Selling Price = Original price - Discount offered

= $189.59 - $68.25

= $ 121.34

Store C: Sale of 40% off.

Original price = $189.59

Discount offered = 40% of $189.59

= 40/100 * 189.59 = $75.84

Selling Price = Original price - Discount offered

= $189.59 - $75.84

= $ 113.75

So, Store A Sale price is: $ 119.44

Store B Sale price is: $ 121.34

and Store C Sale price is: $ 113.75

So, Comparing them we found that snowboard can be purchased for the lowest price from Store C offering 40% discount.

Answer from: Quest

1. 34

2. 268

3. x=14.4

step-by-step explanation:

Answer from: Quest

shift 4 units up, and 1 unit left.

it will translate f(x) = 3^x to g(x) = 3^(x+1) + 4

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The stores below each have the same snowboard for an original price of $189.59. at which store can y...