divide 108 bottles of juice between A and B in the ratio 1/5 : 1/7
Answers
Answer:
1/5 : 1/7. 1. See answer. Unlocked badge showing an astronaut's boot touching down on ...
Answer:
The total claim under the policy is Rs. 75,600 and agent's commision is Rs. 132.40.
Step-by-step explanation:
Given :
Stock value of shop = Rs.75,000
Stock value of godown = Rs.1,30,000
The shop was insured for 80% and godown for 60% of the value
Solution :
The shop was insured for 80% and godown for 60% of the value
So,
\frac{80}{100} \times 7500010080×75000
Policy Value of shop = Rs. 60,000
Godown for 60% of the value
\frac{60}{100} \times 13000010060×130000
.Policy Value of godown = Rs. 78,000
Total policy value = Rs. 60,000 + Rs. 78,000
=> Rs. 1,38,000
Premium rate =
0.8 - 20% of 0.80
0.8 - 0 16
0.64%
premium amount = 0.64 % of total policy value
\frac{0.64}{100} \times 1380001000.64×138000
=> 883.20
the amount of agent's commission =
15% of total premium
\frac{15}{100} \times 883.2010015×883.20
=> Rs 134.2
Stock Value of the shop = Rs 75,000
Loss occurred on the shop = 75,000
Claim = (shop)
\frac{Policy \: Value }{Property \: value } \times LossPropertyvaluePolicyValue×Loss
\frac{60000}{75000} \times 750007500060000×75000
=> 60,000
The entire stock in the shop and 20% stock in the godown is destroyed by fire
20% of stock value
\frac{20}{100} \times 13000010020×130000
=> Rs 26,000
Claim for godown :
\frac{Policy \: Value }{Property \: value } \times LossPropertyvaluePolicyValue×Loss
\frac{78000}{130000} \times 2600013000078000×26000
=> Rs . 15,600
Claim :
claim for shop + claim for godown
60,000 + 15,600
75,600
Total claim = Rs 75,600
.°. The total claim under the policy is Rs. 75,600 and agent's commision is Rs. 132.40.
\begin{gathered}10y = 180 - 80 = 100 \\ y = 10\end{gathered}10y=180−80=100y=10\begin{gathered}\large\blue{= > \:y\:=\:3x\:=\:3×45\:=\:135} \\ \end{gathered}Answer :-
___________________________________
\begin{gathered}10y = 180 - 80 = 100 \\ y = 10\end{gathered}10y=180−80=100y=10
___________________________________
HOPE THIS HELPS YOU!!!!!
\begin{gathered}y = 3x \: \: \:(alternate \: angles) \\ also \\ x \: and \: y \: are \: linear \: pairs \\ = > x + y = 180 \\ x + 3x = 180 \\ 4x = 180 \\ = > x = \frac{18 0}{4} \\ = > x = 45\end{gathered}ANSWER
\begin{gathered}y = 3x \: \: \:(alternate \: angles) \\ also \\ x \: and \: y \: are \: linear \: pairs \\ = > x + y = 180 \\ x + 3x = 180 \\ 4x = 180 \\ = > x = \frac{18 0}{4} \\ = > x = 45\end{gathered}y=3x(alternateangles)alsoxandyarelinearpairs=>x+y=180x+3x=1804x=180=>x=4180=>x=45
\begin{gathered}\large\blue{= > \:y\:=\:3x\:=\:3×45\:=\:135} \\ \end{gathered}=>y=3x=3×45=135
HOPE THIS HELPS YOU!!!!!!!
PLEASE MARK IT AS BRAINLIST!!!!!!!l1 ‖ l2 and l3 is transversal ∠1 = 3x (Vertically opposite angle) y = ∠1 (Corresponding angle) y = 3x (i) y + x = 180°(Linear pair) 3x + x = 180°[From (i)] 4x = 180° x = 45° Therefore, y = 3x = 3 x 45° = 135°Read more on Sarthaks.com - https://www.sarthaks.com/1071151/in-fig-if-l1-l2-what-is-the-value-of-y?hcb=1