\(\frac{x}{225}=\frac{13}{100} \\~\\ x = \frac{13(225)}{100} \\~\\ x = \frac{2925}{100} \\~\\ x = 29.25 \%\)
What would 0.04 percentage be?
0.04 x 100 = 4%.
13% de 225? 13% of 225? = 13/100 x 225 =29.25
40%
1) (a^3)^-3 = 1 / a^9
2) (b^2)^5 = b^10
3) (a^4b^2)^3 =a^12 b^6
4) (c^2d^3)^-4 =1/(c^8 d^12)
Solve for x: 5 log(4 x - 6) = -6
Divide both sides by 5: log(4 x - 6) = -6/5
Cancel logarithms by taking exp of both sides: 4 x - 6 = e^(-6/5)
Add 6 to both sides: 4 x = 6 + e^(-6/5)
Divide both sides by 4: Answer: |x = 3/2 + 1/(4 e^(6/5)) = 1.57529855.......
First pair =$48
Second pair =$48/2 =$24
$48 + $24 =$72 - The cost of 2 pairs of shoes after discount.
$48 x 2 =$96 - The cost of 2 pairs of shoes without discount.
1 - (72/96) x 100 =25% - The overall discount on total sale of 2 pairs of shoes.
y = log3 ( x + 1) we can write
3^y = x + 1 subtract 1 from both sides
3^y - 1 = x swap x, y
3^x - 1 = y for y, write f-1(x)
f-1(x) = 3^x - 1
y = ln(x) exponentiate both sides
e^y = e^(ln x)
e^y = x swap x, y
e^x = y for y, write f-1(x)
e^x = f-1(x)
Present population =PP
Future population =FP
FP = 2,700 x [ 1 + 4/100]^12
FP = 2,700 x 1.04^12
FP = 2,700 x 1.601032
FP = 4,323 - population of the town in 12 years.
Cannot be simplified any further.
(22 - 2) * 180 = 20 * 180 = 3600°
greater than
how can i 0.15382641839 into a fraction
=237,430/1,543,493
the answer is 34 min
x^2-10x+y^2+8y=18 complete the square on x, y
x^2 -10x + 25 + y^2 + 8y + 16 = 18 + 25 + 16
(x - 5)^2 + (y + 4)^2 = 59
The radius = sqrt (59) ≈ 7.7 units
the answer is 58
C = 25n + 5200
Cost to produce 3400 toys =
25(3400) + 5200 = $ 90,200
55,200 = 25n + 5200 subtract 5200 from both sides
50000 = 25n divide both sides by 25
2000 = n = toys produced
There really doesn't need to be an ad. If you look up "calculator", it is the first site below the google calc.
The answer is 4.
I assume this is :
9(y-4) = -10(y + 2 + 1 / 3) simplify
9y - 36 = -10(y + 7/3)
9y - 36 = -10y - 70/3 add 10y, 36 to both sides
19y = 36 - 70/3
19y = 108/3 - 70/3
19y = 38/3 divide both sides by 19
y = 2/3
