Answer:
3: 58 (72-14=58)
4. 182 (91x2=182. two negatives equal a positive so thats why it has to be 182 and not -182)
5. 6 (3x6=18)
7. -2 (-6x-2=12 12-3 =9)
8.-3 (4x-3= -12 -2 = -14)
11. 3 (2x3=6 +5=11) 6(11)=66
Answer:
2/3
Step-by-step explanation:
So we have 10%+5%=15% of clients under the condition "permanent", and we can find the probability that a client in that group requested a haircut:
P(haircut | permanent)=10%/15%=2/3
In a 30 60 90 triangle, the short side = one half the hypotenuse = 4.5
The middle side = short side * sq root of 3
So, the middle side = 4.5 * sq root of 3 (
<span>
<span>
<span>
7.7942</span></span></span>)
Perimeter = 4.5 + 7.7942 + 9
Perimeter =
<span>
<span>
<span>
21.2942
</span>
</span>
</span>
Source:
http://www.1728.org/trig2.htm
because the symbol is a less than sign < the blue area needs to be below the red line and does not include the solution to Y ( if it included Y it would be a ≤ symbol.
When the solution isn't included, it is a dashed line.
so the answer would be D
X usually represents time in months, and when you say h(x) = 103, this is a constant function, flat all throughout as <span>x→∞</span>. For s(x), it represents a line with increasing value of s(x) as <span>x→∞</span> at a rate of 1.03 and intercept of -1 at s(x) axis. When you say "combine" to form a new function means the addition of the two given functions, that is, h(x) + s(x), say equal to g(x).
<span>g(x)=h(x)+s(x)=103+1.03x−1=1.03x+102</span><span>g(x)=1.03x+102
</span><span>The new function g(x) is the same as s(x) with respect to the rate of increase, equal to 1.03, except this time, the intercept is +102, g(x) is the shifted version of s(x), from -1 to +102 (due to h(x)=103). Her savings account in a bank will grow at a rate of 3% per unit of time (x), starting at a savings of 102 at x=0.</span>
