Answer:
Step-by-step explanation:
Given that a presidential candidate claims that the proportion of college students who are registered to vote in the upcoming election is at least 62% .
Let p be the proportion of college students who are registered to vote in the upcoming election
we have to check the claim whether p is actually greater than or equal to 62%
For this a hypothesis to be done by drawing random samples of large size from the population.
The hypotheses would be the proportion is 0.62 against the alternate that the proportion is greater than or equal to 0.62
(right tailed test at 5% level)
ACD by AAS.
We're given m1 = m2, ADC = ADB, and both triangles share AD, so it must be AAS.
ABD by SAS.
We're given AB = AE and AC = AD, but the middle part is a mystery. We're not given BD and CE/ADB and ACE so it's pretty hard to know. Could be SAS or SSS. If you have either BD and CE, it's SSS. If you have ADB and ACE, it's SAS.
Took Geometry 4 years ago so I'm a bit iffy on the second. Forgive me D:
Since f(2) is not given in the function definition, you must use f(n) with n=2. That tells you
... f(2) = -29 -f(1)
Now, f(1) is defined, so use that value.
... f(2) = -29 -(-16) = -29 +16
... f(2) = -13
Answer:
Step-by-step explanation:
First add 5x to 12x which becomes 17x and subtract 8 from 12 which becomes 4. So the answer is 17x+4!
