First off hmm <span>26°1' is just 26 degrees and 1 minute
there are 60 minutes in 1 degree, so 1minute is just 1/60 degrees
so </span>26°1' is 26° + (1/60)° or 26.1667 rounded up, since 1/60 is a recurring unit
alrite... so hmm, check the picture below
make sure your calculator is in Degree mode.
Answer:
The fourth rectangle.
Step-by-step explanation:
The first rectangle has one side with length 1-(-1)=2 units, and another side with length 3-(-3)=6 units. Multiplying these two side lengths together, you get a total area of 12 units squared. For the second rectangle, it has one side length of 2 units and another of 7 units, which is a total area of 14 units squared. For the third rectangle, it has one side with length 4 units and another side with length 5 units, which is a total area of 20 units. This leaves us with the last rectangle, which has side lengths of 3 and 6 units. 3*6=18, meaning that the fourth rectangle is the one with an area of 18. Hope this helps!
Answer: 1. 2 cups of raisins 2. 3 bags of snack mix 3. 5 cups of crackers 4. 4 bags of snack mix
Step-by-step explanation:
24 degrees per second is 360 degrees in 15 seconds (pretty fast for a Ferris wheel!).
a) The distance above the ground can be modeled using a cosine function.
.. h(t) = 7 -6cos(2πt/15)
b) h(t) = 10
.. 10 = 7 -6cos(2πt/15)
.. (10 -7)/-6 = cos(2πt/15)
.. 2πt/15 = π ±π/3 +2kπ
. t = 7.5*((1 ±1/3) +2k) . . . . . . . . seconds; k = any integer
You are 10 meters above the ground at t=5 seconds and every 15 seconds thereafter, as well as at t=10 seconds and every 15 seconds thereafter.
For the denominators (7, 21) the least common multiple<span> is </span>21.
Therefore, the least common denominator (LCD<span>) is </span>21.
<span>Rewriting the original inputs as equivalent fractions with the </span>LCD:
<span>15/21, 1/21</span>
