If you are looking for the answer of who is y/n in bts, you’ve got the right page. We have approximately 9 FAQ regarding who is y/n in bts. Read it below.
Use the figure below to answer this problem: . If
Ask: Use the figure below to answer this problem: . If the length of BT is 2y+9 and ES is 3y-4, Find the value of y
Answer:
y = 13
Step-by-step explanation:
Use the properties of the rectangle to formulate equations where we can work around.
ACTIVITY 3. (TRIANGLE INEQUALITY THEOREM 3)Example: Given the measures of
Ask: ACTIVITY 3. (TRIANGLE INEQUALITY THEOREM 3)
Example: Given the measures of the sides in ABET, BE = 4, BT= 6, and ET = 8. We can say that,
BE + BT > ET +4 +6 >8
BE + ET > BT → 4+8> 6
BT + ET > BE → 6+8> 4
For Activity No.3, complete the table below given the measures of sides represented as L, M, and N.
Sets of Straw Pieces
Do the straw Compare the sum of Compare (m + n) Compare (I +n) and
form a
the lengths of shorter and 1
triangle or straws with the
not?
longest length n
L M N Yes No L+N
<>,= N
MUN
<?=L
M
LIN
1. 3 3 7
3 3 5
4 6 10
5 5 8
5. 4 7 10
3
2.
3.
4.
Answer:
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1. Identify the opposite sides that are congruent BT and
Ask: 1. Identify the opposite sides that are congruent BT and Y and ES
Answer:
Bt
Explanation: correct me if I’m wrong
Use the figure below to answer this problem: . If
Ask: Use the figure below to answer this problem: . If the length of BT is 2y+9 and ES is 3y-4, Find the value of y
Y = 13
Step-by-step explanation:
3y – 4 = 2y + 9
3y – 2y = 9 + 4
y = 13
3(13) – 4 = 2(13) + 9
39 – 4 = 26 + 9
35 = 35
Find the length of side LN if side BT =
Ask: Find the length of side LN if side BT = 17. a. 17 b. 34 C. 8.5 d. 68 N
Answer:
C. PO
Step-by-step explanation:
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A sequence is defined bt the equation an= 1/2 n
Ask: A sequence is defined bt the equation an= 1/2 n – 5 where n is the number of terms. which one is the value of a10
Answer:
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A function of the form f(x) = b or y=bt,
Ask: A function of the form f(x) = b or y=bt, where b>0 and b#1 is called
Answer:
Exponential functions have the form f(x) = bx, where b > 0 and b ≠ 1. Just as in any exponential expression, b is called the base and x is called the exponent. An example of an exponential function is the growth of bacteria.
1. thrice w subtracted from one hundred2. twice a number
Ask:
1. thrice w subtracted from one hundred
2. twice a number minus five
3. the quotient of twenty-five and n
4. a number increased bt fifty
5. y diminished by eleven
Answer:
1. E
2. D
3. C
4. B
5. A
Step-by-step explanation:
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1. thrice w subtracted from one hundred
ANSWER: E. 100 – 3w
2. twice a number minus five
ANSWER: D. 2y – 5
3. the quotient of twenty-five and n
ANSWER: C. 25
n
4. a number increased bt fifty
ANSWER: B. y + 50
5. y diminished by eleven
ANSWER: A. y + 11
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Find the slope interceph equation of the normal line to
Ask: Find the slope interceph equation of the normal line to graph bt y = x3 x at the point where x=1
Answer:
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Step-by-step explanation:
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Not only you can get the answer of who is y/n in bts, you could also find the answers of Use the figure, A sequence is, A function of, ACTIVITY 3. (TRIANGLE, and Find the slope.
