Answer:
1st Graph:
Add all the numbers (Do the same to 2nd Graph)
Then add
answer will be shown
Maximum volume of cornflakes that the box can hold is 375 in³
Step-by-step explanation:
- Step 1: Given the rectangular box is right angled, then it is a cuboid. Volume of the cuboid = length × width × height (Here, length and width are the same since it has a square base)
⇒ Volume = 5 × 5 × 15 = 375 in³
So for that it will be 382+618 is equal to or better than 1000
I think so
Length of the mid-segment = (long base + short base) / 219 = (27 + short base) / 219 - (27 / 2) = short base / 2Multiplying both sides by 238 -27 = short baseshort base = 11
Source:http://www.1728.org/quadtrap.htm
This is in the order of the letters-
a5
b3
c8
d1
e7
f6
g4
h2
