I think it is true. But Please don't take my word on it.
Answer:
one 18" pizza contains more pizza than 2 12" pizzas
Step-by-step explanation:
area of 12" pizza:
A = πr²
A = (3.14159)(6 in.)²
A = 113 in.²
two 12" pizzas have a total area of 226 in.²
area of 18" pizza:
A = πr²
A = (3.14159)(9 in.)²
A = 254 in.²
one 18" pizzas has a total area of 254 in.²
P.S. This problem is poorly worded. Above it states "... want to make sure I get the most pizza for my money." Since there is no indication of price for either option, two 12-inch pizzas or one 18-inch pizza, we cannot calculate what the most pizza for the money is. Below it states "which option should I choose to get the most pizza?" Here it no longer asks for most pizza for the money. Now it just asks for which option gives the most pizza.
5/8 = .625 width
2 ( l + w ) = 2 ( 0.625+ 2.4) = 2 (3.025) = 6.05
Hop I become the brainiest
Answer:
x^18, or x¹⁸
Step-by-step explanation:
8¹⁵/8⁻³
8¹⁵ ₓ 8³
8¹⁸
When an exponent is negative, you have to flip what the exponent is attached to. If the negative exponent is the numerator(x⁻¹/1), it becomes a denominator(1/x¹). If the negative exponent is in the denominator (1/x⁻¹), it becomes a numerator(x¹/1).
This is how you do it! Please let me know if you need help.
