Answer:
a. $508,000
b. $420,000
Explanation:
a. Assets = Equity + Liabilities
669,000 = Equity + 161,000
Equity = 669,000 - 161,000
Equity = $508,000
b. Assets = Equity + Liabilities
(669,000 - 127,000) = Equity + (161,000 - 39,000)
542,000 = Equity + 122,000
Equity = 542,000 - 122,000
= $420,000
Answer:
6.25%
Explanation:
Interest is calculate using the formula
I= P x R x T
in this case
I= interest, p= $975, r=?? ,t = 1
Therefore:
60.94 = 975 x r x 1
60.94 =975 r/100... we multiply both side by 100 to get rid of the fraction.
6094=975r
r=6094/ 975
r=6.2502
interest rate = 6.25%
Answer:
d. Has the company applied its rules, orders, and penalties evenhandedly and without discrimination to all employees?
Explanation:
The seven tests for Just Cause are the following:
- Adequate warning
- Reasonableness
- Completeness of investigation
- Objectivity of investigation
- Proof of infraction
- Uniformity of the rules application (option D refers to this specific Just Cause test)
- Reasonableness of discipline.
The Just Cause tests are used to determine if any disciplinary or termination action was fair, and not just because the employer or supervisor wants to.
The answer is, Fertilizer A = 20, Fertilizer B = 56.
<h3>What is fertilizer and example?</h3>
- Among the organic fertilizers that occur naturally are manure, slurry, worm castings, peat, seaweed, and guano. Crops made of green manure are also raised to enrich the soil with nutrients.
- Organic fertilizers also include naturally occurring minerals including mine rock phosphate, sulfate of potash, and limestone.
<h3>Set up the equations:</h3>
- Nitrogen: 8x + 5y ≥ 440.
- Phosphorous: 2x + 5y ≥ 260.
- Potassium: 4x + 5y ≥ 360.
<h3>Find the vertices:</h3>
- It is easiest to graph the equations to find the vertices. (see attachment).
- You can also solve each system of equations to find the intersected points.
<h3>The following satisfy the "greater than or equal to" requirement:</h3>
- (0, 88) = y-intercept of Nitrogen equation.
- (20, 56) = intersection of Nitrogen and Potassium equations.
- (50, 32) = intersection of Phosphorous and Potassium.
- (130, 0) = x-intercept of Potassium.
<h3>Use vertices in cost function C(x) to find the minimum:</h3>
- C(x) = $30x + $20y.
- (0, 88): $30(0) + $20(88) = $1760.
- (20, 56): $30(20) + $20(56) = $1720 = This is the minimum!
- (50, 32): $30(50) + $20(32) = $2140.
- (130, 0): $30(130) + $20(0) = $3900.
The minimum cost occurs when 20 bags of Fertilizer A and 56 bags of Fertilizer B are purchased.
Learn more about Fertilizer here:
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A. Because if you divide the $1 by 4 it can only become 25 cents. So add 2 more rudolfs into the 4 and it becomes $1.50