how do i find the area of the shaded portion within a square
Can you please provide the specific problem you are working on?
its hard to explain because its has a picture of the square it has a straight line under the square that has 12m and then inside the square its shaded in the middle but its slanted and the numbers around the shaded area in the square is 13m and 13m and thats all it has
Can you draw the picture? Or perhaps scan it?
how do i scan it
Using a scanner?
can you see that
Yeah. Give me a minute.
ok thanks
Find the small base of the little triangles using Pythagoras, which you can use to find the area of each little triangle. Double that (there are two triangles), and subtract your result from the total area of the big square (which you know is 12 x 12). That's the area of the shaded parallelogram.
Okay, so you find the area of the square. And then, find the area of the parallelogram.
@geoffb We can't use the Pythagoras theorem. We don't know the base, do we?
ok guys im not that smart dropped out in 7th grade lol i dont know what pythagoras is
\(13^{2} - 12^{2} = b^{2}\)
An alternate to pythogoras theorem?
It would have been easier to just simply draw it: |dw:1352357858560:dw|
The answer's 84 I think.
is it 84 squared
Not squared. Just 84.
Yeah.
Just 84 square units.
thanx guys i need help with a couple more please
A cereal factory has three machines for dispensing cereal into bags. A test is done in which 8 bags are filled by each machine and the bags are weighed. The results in grams: Machine 1: 309, 311.5, 313, 310, 308, 314, 312, 310.5 Machine 2: 310, 309, 314, 311, 309, 314.5, 312.5, 310 Machine 3: 309, 310.5, 313.5, 315.5, 310, 311, 312, 309.5 Which statement is true about the mean output of the three machines?
Answer: a. Machine 1 has the highest b. Machine 2 has the highest c. Machine 3 has the highest d. All three machines have the same mean e. Two machines share the highest mean
Nah, Machine 3 has the highest.
Yep, machine three. My mental math failed me.
Join our real-time social learning platform and learn together with your friends!