Answer:
April Beginning Balance $ 1,633,427
Step-by-step explanation:
The closing balance of January is the opening balance of February
February,
Opening Balance $1,234,567
Add Payment received on invoices $825k
Less Cost of sales $198k,
Less Overheads $356k ,
Less Other Expenses $92k .
February Ending Balance $ 1,413, 567
March
Beginning Balance $ 1,413, 567
Add Payment received on invoices $825k *1.12= 924 k
Less Cost of sales $198k *1.09= 215.82k
Less Overheads $356k *1.09= 388.04k
Less Other Expenses $92k *1.09= 100.28k
March Ending Balance = $ 1,633,427
April Beginning Balance $ 1,633,427
Treating the Costs of Sales, Overheads and the other expenses as the expenses paid out of the Bank Balance meaning no accounts payable or other cash paid.
4 ^sqrt 400/ 4^ sqrt 5
-3x+2y=10
-2x-y=-5
Using the concepts of complementary angles and bisecting angles, we find that Angle KLM measures 60 degrees and Angle MLN measures 30 degrees.
In this problem, we're dealing with complementary angles and bisecting an angle. Complementary angles are two angles whose measures sum to 90 degrees. When an angle is bisected, it is split into two equal smaller angles.
Firstly, as angle KLM and angle MLN are complementary, the sum of their measures equals 90 degrees, so Angle KLM + Angle MLN = 90 degrees.
Secondly, as angle LM is bisecting angle KLM, this means that angle KLM is split into two equal parts. Let's assume each of those parts is x, that means Angle KLM = 2x.
Given that angle KLM and angle MLN are complementary, we can substitute angle KLM = 2x into the equation, leading us to 2x + Angle MLN = 90 degrees. Since angle MLN is also x because it's a part of bisected angle KLM, we can substitute in Angel MLN = x into this equation, ending up with 2x + x = 90 degrees or 3x = 90 degrees. Solving for x, we find that x = 90 / 3 = 30 degrees.
Therefore, the measure of Angle KLM (2x) is 60 degrees and the measure of Angle MLN (x) is 30 degrees.
#SPJ2
5x
5x2
6x
6x2
If you would like to solve (g ° f)(x), you can calculate this using the following steps:
(g ° f)(x) = g(f(x))
(g ° f)(x) = g(f(x)) = g(3x) = 2 * 3x = 6x
The correct result would be 6x.