give a definition of borrowers log
1. give a definition of borrowers log
Answer:
a person or organization that borrows something, especially money from a bank: Banks are encouraging new borrowers. The borrower is charged interest from the time the loan is disbursed until it is paid back in full. ... Borrowers pay more fees and interest each time they refinance.
Explanation:
2. 1. This is where drafters record whatever the thing instruments they borrow and return to the depository.a. Borrower's logb. Inspection reportc. deposit slip2. This records the findings after examining a particular tool for damages or defects.a. Borrower's logb. Inspection reportc. deposit slip
Answer:
1. A
2. B
Explanation:
Hope this helps
3. 1. It is a document used when borrowing articles from the depository. a.Borrower's log c. Inspection report b. Borrower's slip d. Purchase requisition slip a.
Question:
It is a document used when borrowing articles from the depository.
Answer:
A.Borrower's log
Answer:
A. Borrower's slip
Explanation:
Borrower's Slip. Is a document used when borrowing articles from the depository.
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4. T I log2x = 2 In x = 3 X -=4 log2 37 log, 27 = 3 log; x = 4 H F S 11 1 logzx = 5 = log16X = 2 log; x = -2 log x = 3 log, 16 = 4 NI The secret message: 1 32 1,000 20.09 3 48 2 16 4 81 9
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LESSON 2:
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> I Achieve
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LESSON 2:
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PHYSICAL EDUCATION 7
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LESSON 2:
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HEALTH 7
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5. how to make flow chart on how to fill out a borrower,s form
Answer:
bzbznsnzmmakznznzbznam
6. 5 Example Week s Activity Log
alam ko yarn pero secret heheh
7. Use a calcu Why? of paper Examples log,,m=? bog, 3 =1 log.ll=1 log, 1=0 log, 1=0 log, 1 =? , Stop 10 = 10 2 lok. 5 S log, 12 = 2.26 log, (4)(3) = bog, 4 + bg, 3 = 2.26 log,=? 16 log, =log, 16-log, 2 =3 , 2 . X log log, 2 = 4 log, 2 log, 7 = 2 bog, 7 bog, m' = ? 1. Based on your answers in the second column, what can you say abo activity? 2. Describe the property or rule applied in each item on the table.
Answer:
gamit ka daw calculator
8. Investigate! Study the table below and provide the information needed to complete the table. Use the calculator to check your answer and explain your answer. Examples Why? log... m=? log, 31 log, 11=1 log, I = 0 1 log, 1=0 log. 1 = ? 5kg, 10 lo? 10 2825 = 5 log, 12 = 2.26 log (4)(3) = log, 4+log, 3 = 2.26 log... ty = ? log2 16 2. = log, 16-log, 2 = 3 log. ? y log, 2' = 4 log, 2 log, 7' = 2 log, 7 log, m' = ?
Answer:
[tex]54.3919 \\ 26x269..38y6955555 { < .}^{?} \times \frac{?}{?} [/tex]
9. What' s new Activity Television/Online Viewing log
Explanation:
Activity log (also known as an Activity Diary or a Job Activity Log) is a recorded log of how time is spent. Within organizations, activity logs are typically used to track how employees, in particular, are spending their time.
10. Express the following as single logarithms. 1. log 5 log 4 2. log 7 - log 14 3. 2 log 3 3 log 2 4. 2 log 9 - 3 log 3
Answer:
5736344444567743864965
11. Activity CDirections: Find the value/s of x in the following equations/inequalities. Use a separatesheet of paper for your solution. (3 points each)1. logs(9x) - log(x-8)=42. log.(x+1)< log,2x
Answer:
What are the lines of evidence that support the plate movement?
Step-by-step explanation:
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12. What do you think is the advantage/s and disadvantage/s of investing or borrowingusing compound interest?
Answer:
sorrry im just answer it to create my question
13. Classify the following examples as: LOGARTHMIC EQUATION, LOGARITHMIC INEQUALITY LOGARITHMIC FUNCTION, Write your answer in the table below. 8 points Log 2 (x+3) = 5 y = In (5x+1)f(x)= 1- log 3 (x-2) log (2x/3)‹52log 4x>log (2X+1) in (2x) - In 5 = 3 y= log 2(4x-3) Y = 3 og 2(1-5x) Log 3 (5x) + log 3 2 = 43-log 5 2x < log 54 log3x=y logs3 +log s (5x-1) = 2
Answer:
yan po answer sana Makatulong
Step-by-step explanation:
pabrainlist at follow po
14. yuo want to borrow your uncle,s mercedes benz
Answer:
sorry walang picture
Explanation:
sorry walang picture
15. INTRODUCTION: Learning Task 1: CHOOSE ME! Direction: Identify what is being asked in the following sentences Choose the letter of the correct answer. 1. Always keep the lead sharp. a. Compass b. Divider 2. Is a document used when borrowing articles from the depository. c. Inspection report a. Borrower's log d. Purchase requisition slip b. Borrower's slip 3. Is used to state the condition of drafting tools and equipment it defects or damages are found. a. Borrower's log b. Borrower's slip c. Penci d. T-square 4. Do not put oil on the joints of the legs. a. Compass b. Pencil 5. Occurs when tools are dropped. a. Cracks b. Faded hatch marks c. Inspection report d. Purchase requisition sip c. Ruler d. T-square c. Rusting d. Clogging
Answer:
AACDBExplanation:
Hope its helpful answer
16. what is in the bog[tex]what is int [/tex]s in the bog ? a.fog b log. c.bog
Answer:
A. Fog
Explanation:
Hope this can help
17. Learning Task 2: Match MeDirections: Match the items in column A to its appropriate description in column B. Weyour answer on the space provided.BA1 borrower's slip2. borrower's loga. it is a document that keeps arecord of the items borrowed and retumed tothe depository
Answer:
1. borrower's slip - E
2. borrower's log - A
3. tools and materials checklist - C
4. purchase requisition slip - B
5. blocking or clogging - D
18. Use the calculator to check your answer and explain your Examples Why? log, 3=1 log.m=? log, 11=1 log, I = 0 log. 1 = ? log, I = 0 549,1 =10 29.5 = 5 log, 12 = 2.26 log, (4(3) = log: 4 + log: 3 = 2.26 logy? 16 log. 2 log, 16-log, 2-3 log Y - ? log, 2-4log, 2 log, 72 - 2log,7 log, m=? Pasagot nga po plss
Answer:
Step-by-step solved example in Log:
1. Find the logarithms of:
(i) 1728 to the base 2√3
Solution:
Let x denote the required logarithm.
Therefore, log2√3 1728 = x
or, (2√3)x = 1728 = 26 ∙ 33 = 26 ∙ (√3)6
or, (2√3)x = (2√3)6
Therefore, x = 6.
Solution:
Let y be the required logarithm.
Therefore, log0.01 0.000001 = y
or, (0.01y = 0.000001 = (0.01)3
Therefore, y = 3.
Step-by-step explanation:
㋛︎I hope its help✔︎
JAY❤︎シ︎19. 1.why is illegal logging is a problem2.explain your goal3.clearly give your solution/s
Answer:
1. it is a problem because cutting trees can cause flood
2.we must stop them cutting trees
3.if we avoid cutting trees it will not flood
Explanation:
1. Y
2.basket
3.1+1=4680
20. Use the calculator to check your answer and explain your Examples Why? log, 3=1 log.m=? log, 11=1 log, I = 0 log. 1 = ? log, I = 0 549,1 =10 29.5 = 5 log, 12 = 2.26 log, (4(3) = log: 4 + log: 3 = 2.26 logy? 16 log. 2 log, 16-log, 2-3 log Y - ? log, 2-4log, 2 log, 72 - 2log,7 log, m=?
Answer:
Use the calculator to check your answer and explain your Examples Why? log, 3=1 log.m=? log, 11=1 log, I = 0 log. 1 = ? log, I = 0 549,1 =10 29.5 = 5 log, 12 = 2.26 log, (4(3) = log: 4 + log: 3 = 2.26 logy? 16 log. 2 log, 16-log, 2-3 log Y - ? log, 2-4log, 2 log, 72 - 2log,7 log, m=?
21. the owner of the pond threw a log at the frog c or s
C
i dont know what are talking about
Pa BRAINLIEST
Answer:
c
Explanation:
22. Write log w + log x – log y – log z as a single logarithm. A. log wx/yz B. log xy/wz C. log yz/wx D. log wz/xy
Answer:
A
Step-by-step explanation:
23. How much force is needed to accelerate a 30 kg wheel borrow at 15m/s
Answer:
much force is needed to accelerate a 30 kg wheel borrow at 15m/s
24. Activity 2.3. Find the value/s of x in the following equations/inequalities 1. log, 25 = 3x - 3 2. log. (x+3) = 3/2 3. log12(3- x)=-3 4. log; 2x - log: (x+5)=0 5. log, (log, 256) = 3 6. log; (3x - 2) 2 8. log; x+log, 622 9. log; x – 3 log; 251 х 10. log x + log2 (x+4)
Answer:
1.x=5/3
2.x=5
3.x=-5
4.x=5
5.x=³√log²250
Step-by-step explanation:
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25. (log³ 2) (log³ 4) = log³ 6
Checking the equality:
(log^3 2)(log^3 4) = log^3 6
0.796145=1.63093
Solution: False
26. I can’t solve this… Write as one logarithm and simplify as possible: (log 3 - log 6) + log 2 Choices: Log 1 Log 6 Log 2 Log 4
To combine logarithms with the same base, we can add or subtract the coefficients. In this case, the base for each logarithm is the same, so we can subtract the coefficients of the logarithms in the parentheses to get:
$$\log 3 - \log 6 + \log 2 = \log 3 - 1 + \log 2$$
We can then simplify this expression further by using the property of logarithms that states that $\log a^b = b \cdot \log a$. This allows us to rewrite $\log 3$ as $\log 2^{\log 3}$, and $\log 2$ as $\log 2^1$. Substituting these expressions into the above equation, we get:
$$\log 2^{\log 3} - 1 + \log 2^1 = \log 2^{\log 3 - 1 + 1} = \log 2^{\log 3} = \boxed{\text{Log 4}}$$
Note that the expression in the parentheses is equivalent to $\log 3 - \log 6 = \log \frac{3}{6} = \log \frac{1}{2} = -\log 2$, so the final result is equivalent to $\log 2^{-\log 2} = \log 2^{-1} = \log \frac{1}{2} = -\log 2$. However, since the question asks us to write the answer as a logarithm, we use the property of logarithms mentioned above to write the answer in logarithmic form.
27. Express 27's = 3 in logarithmic form. log: 27 = 3 B. log.3 = 27 C. log273 = 1 D log: 3 = 2
answer:
A. 27=3 = 30
B. 3= 27 =30
C. 273=1 =274
D. 3=2=5
28. Directions: Find the value/s of x in the following equations. 1. log 2-log 6 2. log 121=2 3. loga (x+4)=log) (2x-4) 4. log x² = 2 5. log (3x-2)=log 2
Answer:
1.)The equation log 2 - log 6 = 0 can be simplified as log (2/6) = 0. Since the logarithm of 1 is 0, we can say 2/6 = 1, which means x is not a solution
2.)The equation log 121 = 2 can be rewritten as log 11^11 = 2. Using the logarithm rule log a^b = blog a, we can simplify it to 11log 11 = 2. To find the value of x, we have to find the value of log 11. x = log121 = 2
3.)The equation loga (x+4) = log (2x-4) can be rewritten as loga x+4 = loga 2x-4. Since log a (x+4) = loga (2x-4) if and only if x+4 = 2x-4. Solving this equation we get x = 4
4.)The equation log x² = 2 can be rewritten as log x = √2. To find the value of x, we raise the base of the logarithm to the power of 2. x = antilog 2 = √2^2 = 2^(1/2)
5.)To solve for x in log (3x-2)=log 2, we can set the two sides equal to each other and cancel out the logarithm. We get (3x-2) = 2, which gives us x = (2+2)/3 = 4/3
Please note that loga (x) represent log base a of x
29. Activity 2.3. Find the value/s of x in the following equations/inequalities1. log, 25 = 3x -32. log.(x+3) = 3/23. log, 2(3-x) = -34. log, 2x - log; (x+5) = 05. log., (log2 256) = 36. log; (3x-2)<27. log: (x - 1)2 > 28. log; x+log, 6229. log, x-3 log, 25110. log2 x+log2 (x+4)<5
I hope this can help..
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30. what is the momentum of a log of wood that weighs 700kg rolling down a hill at 4.6m/s.
Question:
What is the momentum of a log of wood that weighs 700kg rolling down a hill at 4.6m/s.
Solution:Formula: P= kg x m/s
P= 700kg × 4.6m/sP= 3,220kg×m/s downhillRemember:1. The value of P is "Momentum".
2. Remembered that should be marked "kg×m/s downhill" at the end of it to determine what is the direction of movement in the statement.
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