To complete this problem, we are going to need to use the Pythagorean theorem.
1.find x. as mentioned earlier, we are going to use the Pythagorean theorum (a²+b²=c²). substitute a b and c for the values on the triangle then solve:
x²+3²=5² substitute
x²+9=25
x²=25-9 subtract
x²=14
x≈3.7 solve to the nearest tenth
2. x is about 3.7km. now we need to find y. to do so, we are going to do the same steps that we did to find x:
y²+3²=7²
y²+9=49
y²=49-9
y²=40
y≈6.3
3. now we know all 3 horizontal side lengths so all we need to do to find the total horizontal distance is add the 3 together:
3.7+3+6.3
13
4. after doing all that math we finally got the answer: The plane's total horizontal distance is about 13km.
I hope this was helpful! :)
It is 180 - 65
Which is 115 which would be your answer
Step-by-step explanation:
hii dear have a nice day
There is no such real number!
a+b=-5
ab=625
a=-b-5
(-b-5)*b=625
-b^2-5b=625
b^2+5b+625=0
b=-5+-sqrt(25-2500)
This resulting in b as a complex number which means in the real numbers there is no such solutions!
The reduction from of the equation is .
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Given that</h2>
Reduce the equation; by .
<h3>According to the question</h3>
To reduce the given equation follow all the steps given below.
Reduce the equation; by .
To reduce the equation means we need to subtract one equation from another.
Then,
The reduction from the equation is,
Hence, the reduction from of the equation is .
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