You produce 100 items and 47 of them will be shipped out of state. What percent of the items will be shipped out of state?
2 answers:
You produce 47 items and 47 of the items will be shipped out of state. What percent of the items will be shipped out of state?
The fraction represents the 47 items that will be shipped out of state out of all the items.
To find out what percent of the items will be shipped out of state, we can turn into a percent.
47 ÷ 100 = 0.47
0.47 × 100 = 47%
Therefore, 47% of the items will be shipped out of state.
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Answer:
Step-by-step explanation:
<em>Required: Solve the expressions using proper operation order</em>
To solve this, we'll make use of BODMAS
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Evaluate all squares and square roots
Evaluate the numerator (Start by multiplying 3 * 3)
Subtract 9 from 41
Evaluate the denominator (Start by multiplying 6 * 3)
Divide 32 by -8
-4
Hence;
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Start by evaluating the bracket
Then evaluate the multiplication
Simplify the square root
Split the square root
Take Square root of 4
Hence;
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Evaluate 7²
Evaluate all expression in the bracket
Evaluate 3 * 5
Hence;
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Evaluate 7²
Evaluate 5 * 8
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Evaluate all square root and cube root
Solve the expressions in bracket
Hence;
Answer:
y = 2sin(x/2 - pi/4) + 1
Step-by-step explanation:
The normal sine has a range of [-1, 1]. This one has a range of [-1, 3], so the amplitude is 2 times higher (4 vs 2).
After that, 2sin(x) has a range of [-2, 2], but this one has a range of [-1, 3], so we need to shift it upwards by 1.
We now know that the answer is 2sin(____)+1.
A normal sine has it's middle point while rising at x = 0, but this one has it at x = pi/2 - so we need to shift a sine to the right by pi/2.
Lastly, a sine has a cycle of length 2pi, but this one has a cycle of length 4pi. We can achieve that by dividing the argument 2.
We now know that the answer is 2sin(x/2 - pi/4) + 1. We can plot it to verify.
