The measure of the other acute angle in the right triangle is 90 - 2y
<h3>How to determine the other acute angle?</h3>
The given parameters in the question are:
Shape = right triangle
Acute angle = 2y
The measures of acute angles in a right triangle add up to 90
This can be represented mathematically as
Acute angle + Other angle = 90
Substitute the known values in the above equation, so, we have the following representation
2y + Other angle = 90
This gives
Other angle = 90 - 2y
Hence, the other angle is 90 - 2y
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Answer:
1/3 (6p-3) + 1/7 (7p+14)
1/3*6/1p + 1/3*3/1 + 1/7*7/1p + 1/7*14/1
6/3p + 3/3 + 7/7p + 14/7
3p + 1 + 1p + 2
3p + 1p + 1 + 2
4p + 3
Step-by-step explanation:
1/3 (6p-3) + 1/7 (7p+14)
1/3*6/1p + 1/3*3/1 + 1/7*7/1p + 1/7*14/1
6/3p + 3/3 + 7/7p + 14/7
3p + 1 + 1p + 2
3p + 1p + 1 + 2
4p + 3
The y intercept is D) 4 because that is where the Y would be on the Y axis
Think of it like a triangle.
The flagpole is vertical and is at 90° to the ground. This makes a right-angle to the ground, which is flat.
Since we have two sides of the triangle already, and they are in a ratio of ?? : 16 : 20 = ?? : 4 : 5, that means that because the triangle is a right-angled triangle, the third and last side must be 3 to complete the ratio! (This is called 'Pythagoras')
Since the other sides were divided by 4 to get the simple ratio, we must multiply 3 to get the actual ratio!
3 × 4 = 12 ft tall flagpole.
Answer:
4
Step-by-step explanation:
There are 2 outcomes for the first flip and 2 outcomes for the second flip
Multiply
2*2 = 4