James receives a pay increase of 100% per month and has a starting salary of $500.
<h3>What is an
equation?</h3>
An equation is an expression that shows the relationship between two or more numbers and variables.
Let b represent the rate of pay increase and a represent the initial pay.
Let us assume that he had received 128000 after the 8 months. hence:
128000 = ab⁸ (1)
Also in the 10th month, he had received 512000, hence:
512000 = ab¹⁰ (2)
From the both equations:
a = 500, b = 2
rate of increase = 200% - 100% = 100%
James receives a pay increase of 100% per month and has a starting salary of $500.
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Answer:
Step-by-step explanation:
8/15 + 2/5 = 8/15 + 6/15 + 14/15
Answer:
luxury=15
sports cars 25
Step-by-step explanation:
Step one:
let the luxury cars be x
and the sports cars be y
the objective function is
maximize
15000x+16000y=625000------1
the constraints are
1. Man-hours
1600x+1500y=61500-----------2
Step two:
the system of equation for the situation is
15000x+16000y=625000------1
1600x+1500y=61500-----------2
let us reduce both equation
divide equation 1 be 1000
and equation 2 by 100 we have
15x+16y=625--------1 x15
16x+15y=615--------2 x16
225x+240y=9375
-256x+240y=9840
=-31x+0=-465
31x=465
x=465/31
x=15
put x=15 in 15x+16y=625 we have
15(15)+16y=625
225+16y=625
16y=625-225
16y=400
y=400/16
y=25
