To solve, you would first find how much the skirt is 30% off. To do that, you would take $42.50 x 0.30=12.75. You would then subtract $42.50-12.75=29.75. After, take 29.75 x 0.052=1.547. Finally, take 1.547+29.75=31.297. Round and your answer should be $31.30. Question about moving decimal places? Always move to the left 2. Hope that helps!
Answer:
wavelength = 13.68 × 10^8
Step-by-step explanation:
waves speed = wavelength × frequency
so, wavelength = waves speed × frequency
- w = 4.56 × 3 ×10^8
- w = 13.68 × 10^8
Answer:
t = 6162 years
Step-by-step explanation:
This equation takes the form of

We are given everything but the amount of C-14 at time t = 0. But we can figure it out from the info we ARE given. We are told that when the spear head is found it contains 54% of its original amount of C-14. Notice we are dealing in percents. If 54% remains when it is found, it started out with 100% of its amount. That's our N value. Filling in:

Our goal is to get that t down from the exponential position that it is currently in. To do that we will need to eventually take the natural log of both sides, because ln's and e's "undo" each other, much like squaring "undoes" a square, or dividing "undoes" multiplication. So we take the natural log of both sides. On the right side, notice that when we take the natural log, the e disappears; it's "undone", gone. Before that, though, we will simplify by dividing both sides by 54. 100/54 = 1.851851852. So, altogether...

Simplifying by plugging the log of that number into our calculator, we get
.6161861395 = .0001t and
t = 6161.8613
Rounding to the nearest year, t = 6162 years
Answer: I would say 5 days.
Step-by-step explanation:
I added both days together and divided by 2 because there are two individuals working on 20 trees and divided equally it would be 10 and it would take 5 days because that’s half.
Answer:
Combine points A with C and A with B. Consider ΔABD and ΔACD:
1. AD is common side, then AD\cong AD;
2. CD\cong BD - given in the diagram;
3. \angle ADB\cong \angle ADC .
By SAS Postulate, \triangle ABD\cong \triangle ACD . Congruent triangles have congruent corresponding sides and congruent corresponding angles, so AC\cong AB .
From this proof you can see that correct choice is option D (In triangles ABD and ACD, two sides and an included angle are equal.)
Step-by-step explanation: