They're trying to trick you with √2. Remember in the 30/60/90 triangle the sides are in ratio 1:√3:2, with the "1" opposite the 30 degrees.
Here we have
1:√3:2 = 6√2:x:hypotenuse
or
x/(6√2) = √3/ 1
x = 6√2×√3 = 6√6
Answer: AC=6√6
Answer:
There are 203069 people in the crowd
Step-by-step explanation:
The first step in solving this problem is to ensure that we are working with the same units throughout the solution process. To do this, we will have to convert 4 miles to feet. (<em>This is because every other unit is in feet).</em>
<em>Note: ( 1 mile =5280 feet)</em>
4 miles = 21120 feet.
The next step is to calculate the area that the entire parade is occupying. This can be done by multiplying the length of the parade by the breadth. In this case, it will be 21120ft X 5 ft = 105600 square feet.
We can now at this point, find the area occupied by only one person.
if 13 people occupy 25 square feet <em>(5ft X5 ft)</em>
1 person will occupy 25/13 = 1.92 square feet
We can finally get the number of people in the crowd by multiplying the area occupied by the whole crowd by the area of one person. This will be
105600 X 1.92= 203069 people in the crowd
Answer:
sorry only know these two sorry brainly please.
Step-by-step explanation:
6. 5(4) +70=your answer is 90
8. 5(15) + 3(15) + 0
75+ 45+0=your answer is 110
Answer:
$208,850 < x <= $372,950
Step-by-step explanation:
You didn't provide all the possible answers. In this case we don't need to see all answers to help you... but because you didn't provide all the choices for answer, we can't give the exact answer, only the possible range of values.
The question asks for a possible taxable income for a couple filing under the 33% bracket.
If we look at the table, we see the 33% bracket is for income ranging from $208,850 (exclusively) to $$372,950 (inclusively)
So, your answer has to be within the range:
$208,850 < x <= $372,950
It cannot be $208,850 but it can be $372,950 and any number in between.
Since you didn't provide the answer choices, we can't tell you if it's A, B, C, D, and so on...
