Answer:
2x + 4y = $50
x = $5, and y = $10
Step-by-step explanation:
let the price of student's ticket be represented by $x, and that of adult by $y. So that:
2x + 4y = $50 ................ 1
But, given that adult tickets are $5 more that student tickets.
i.e y = x + $5 ................. 2
Substitute equation 2 into 1, to have;
2x + 4(x + $5) = $50
2x + 4x + $20 = $50
6x = $30
x = $5
From equation 2,
y = 5 + 5
= $10
Therefore, the price of student tickets is $5 and adult tickets is $10.
The answer is 9...............................
0<5xb<5 divide all terms by 5
0<xb<1 divide all terms by x
0<b<x
If you meant 5b as in 5*b then:
0<5b<5 divide all terms by 5
0<b<1
b is infinitely many values between 0 and 1.
Original APR = 10.22% compounded monthly.
Original effective interest rate, compounded monthly
= (1+(0.1022/12))^12
= 1.10712576
Original effective interest rate, compounded daily
= (1+(0.1022/365)^365
= 1.107589126
Difference in rate due to compounding periods
= 1.107589126 - 1.10712576
= 0.00046336
= 0.04634%
Integer antonym...........