Working out the length of one side of a triangle, Area given?
The base of the triangle is 24cm and the area is 228cm^2. I have to find out the height
how???
Pleasee helpp
x
A = 1/2BH
228 = 1/2*24*H
H = 228/12 = 19 CM.
The base of the triangle is 24cm and the area is 228cm^2. I have to find out the height
how???
Pleasee helpp
x
A = 1/2BH
228 = 1/2*24*H
H = 228/12 = 19 CM.
Area is 1/2 base times height. So….divide 228 by 12 (you have to halve the base)
References :
A = 1/2BH
228 = 1/2*24*H
H = 228/12 = 19 CM.
References :
………………..
Well just use the basic equation of area of triangle
A = (b * h)/2
228 = (24 * h)/2
456 = 24 * h
h = 19 cm
References :
Area of a triangle = 1/2 B*H = 228 cm^2
228 = 1/2 * 24 * x (solve for x)
456 = 24 * x
x = 19 cm
References :
The area of a triangle is base*height (b*h).
Therefore for your question you simply have to divide 228 by 24 which give you the height of the triangle( 9.5cm)
This can be checked by multiplying 9.5*24 which gives 228.
Hope this helped
References :
A = b x h, so just make h the subject like this:
b x h = A
h = A/b
h = 228/24 = 9.5 cm
Very simple, so long as you know how to rearrange formulae to get the subject you want. You can use formula triangles, but I think it’s easier to simply make sure you can rearrange. Do you understand what I did above? First you have to memorise the formula area = base x height. Then to rearrange, I find it helps to put b x h on the LHS and area on the RHS. Then you have to isolate the variable you want as subject on the LHS, so get rid of b. Since h when multiplied by b is A, it follows that h alone will be A divided by b.
oops, sorry, A = 1/2 b x h, so my answer is wrong, but what I said about rearranging formulae still holds.
References :
Q: Working out the length of one side of a triangle, Area given?
The base of the triangle is 24cm and the area is 228cm^2. I have to find out the height
how???
Please help
x
A: Kindly see>>> as below:
1-Step: while, the area of a triangle = 1/2 B*H = 228 cm^2
So, you have the result of [228 = 1/2 * 24 * x (to solve for (x) ) ] >>> [ 456 = 24 * x ]
2- Step; therefore: the height [ x = 19 cm ].
Ok
Good Lucks
A77p.
Feb.05.2010
References :
** Me; as the academicals researcher for PhD program