Answer:
Given- O is the centre of a circle in which an equilateral ΔPQR has been inscribed.
To find out- ∠QOR=?
Solution- The points P, Q & R are on the circumference of the circle since ΔPQR has been inscribed in the circle. Now the chord QR subtends ∠QOR to the centre O and ∠QPR to the circumference at P.
∴ By rule, ∠QOR=2∠QPR.........(i).
Now PQR is an equilateral Δ. Each of its angle is 60
o
. i.e ∠QPR=60
o
.
So, from (i), ∠QOR=2∠QPR=2×60
o
=120
o
.
Ans- Option B.
solution
It depends on if you mean that they need to have a whole number or not, if not then they would not need any more because they would already have 1.5 packs. If they do need a whole number then they would need 0.5 more packs
Answer:
11/24
Step-by-step explanation:
First find the common denominators of each fraction:
The common denominator of each fraction is 24
- 1/8 multiplied by 3 is 3/24
- 1/6 multiplied by 4 is 4/24
- 1/4 multiplied my 6 is 6/24
add these fractions up
3/24 + 4/24 + 6/24 = 13/24
subtract 24/24 - 13/24 = 11/24
Answer:
Marigold should report an inventory amount of $265,000.
Explanation:
The term FOB (Free On Board) describes at what point the ownership of goods is transferred from the seller to the buyer. In case of FOB shipping point, the ownership of the goods is transferred to the buyer once the goods are shipped for transit. In case of FOB destination, the ownership of the goods is transferred to the buyer once the goods are received by the buyer.
Therefore, the goods in transit <em>purchased </em>by Marigold on FOB shipping point basis should be added to its inventory. The goods in transit <em>sold </em>by Marigold on FOB destination are also currently owned by Marigold so they shall also be added to its inventory.
The inventory amount to be reported by Marigold is computed as follows.
Physical inventory in hand $209,500
Add: Purchases on FOB shipping point basis $28,000
Add: Cost of goods sold on FOB destination basis $27,500
Inventory amount to be reported $265,000
Answer:
awww so cute
Step-by-step explanation:
soooo cute
