A triangular flag has an area of 187.5 square inches. The base of the flag measures 25 inches. How tall is the triangular flag?
Answers
the formula for the area of a triangle is Area=(1/2)(base)(height)
since the problem is looking for the height, we can rewrite it as
Height=(Area)/((1/2)(Base))
then the number must be substituted in
Height=(187.5)/((1/2)(25))
and the answer is 15 inches.
Related Questions
What is the slope of any line parallel to the line 2x-3y=7?
When 1,187 is divided by 74, what is the remainder
Solve for b. -1/6b=3
Which are points drawn in this figure?Choose all answers that are correct. A. S B. R C. g D.m
Answers
One, x = -17, since when you work it out, it will come to this.
Answers
Answer:
Step-by-step explanation:
Given coordinates are-
A(-2,2) , B(-2,4) , C(2,4) , D(2,2)
Now, this coordinates will be changed using the following formula-
x'=x-3 , y'=y+4
That is , we have to subtract 3 from x-coordinate and add 4 with y-coordinate to get the new points.
So,
A'=(-2-3 , 2+4)=(-5 , 6)
B'=(-2-3 , 4+4)=(-5 , 8)
C'=(2-3 , 4+4)=(-1 , 8)
D'=(2-3 , 2+4)=(-1 , 6)
So, the new coordinates are -
A'(-5,6) , B'(-5,8) , C'(-1,8) , D'(-1,6)
And if we connect the coordinates we will get a rectangular prism.
Answers
Hello There,
There are 3 aspects x,y,z in a triangle. x = Shortest part z = Longest part y = third part provided that y=25; z=2x; x+y+z = 70 subsequently the respond is derived as follows: x+y+z = 70 x+25+2x = 70 3x+25 = 70 3x = 70-25 3x = 40 5 x = 40 5/3 x = 15 consequently the three aspects are x=15cm, y=25cm, and z=30cm And this could be a Scalene Triangle. desire that enables.
2x + x + 25 = 70
3x = 45
x = 15
Longest = 30
Shortest =15
70cm-25cm= 45cm.
45 divided by 3 = 15cm
longest side=30cm
shortest side=15cm
remaining side=25cm
perimeter=70cm
and then u have: 2x + x + 25 = 70
3x = 45
x = 15
Hope this Helps and Have a Nice Day Bye!
Final answer:
The shortest side of the triangle is 15 cm, the longest side is 30 cm, and the remaining side is 25 cm.
Explanation:
To find the lengths of the other two sides of the triangle, we can set up a system of equations using the given information.
Let the shortest side be x cm.
According to the problem, the longest side is twice as long as the shortest side, so it is 2x cm.
The remaining side is given as 25 cm.
From the perimeter of the triangle, we can write the equation:
x + 2x + 25 = 70
Simplifying the equation, we have:
3x + 25 = 70
Subtracting 25 from both sides, we get:
3x = 45
Dividing by 3, we find that:
x = 15
Therefore, the shortest side is 15 cm. The longest side is twice as long, so it is 2 * 15 = 30 cm. The remaining side is given as 25 cm.
Learn more about Triangle sides
#SPJ2
Answers
Cows have 4 legs
Chickens have 2 legs.
Let's make two equations from the information they gave us!
x + y = 42
4x + 2y = 114
Now, let's multiply the first equation by 4.
4x + 4y = 168
4x + 2y = 114
Now, subtract the second equation from the first one.
4x - 4x + 4y - 2y = 168 - 114
4y - 2y = 168 - 114
2y = 54
y = 27
Now, plug y = 27 into either equation and solve for x.
x + y = 42
x + 27 = 42
x = 42 - 27
x = 15
There are 15 cows and 27 chickens.
Answers
<BCD+40°=180° (angles on a strainght line)
<BCD=180°-40°
<BCD=140°
As BC=CD(given),△BCD is an isosceles triangle,thus <CBD=<CDB=x(properties of isosceles triangle).
We can then proceed to find x(<CDB and <CBD):
140°+ x + x=180°(angles sum of triangles)
2x=180°-140°
x=40°/2
x=20°
Then, we can again use the angles sum of triangle to solve y:
y+90°+20°=180°
y=180°-90°-20°
y=70°
Therefore, x=20° and y=70°.
Hope it helps!