Financial Freedom
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3^x=9x ,find x
Wadau naomba jibu,
the following consecutive readings were taken with a level and a 4m levelling staff on a continuously sloping ground at common interval of 30m.0.855 on A,1.545,2.335,3.115,3.825,0.455,1.380,2.055,2.855,3.455,0.585,1.015,1.850,2.755 and 3.845 on B(a)make the entries in a level book and apply the usual check (b) determine the gradient of A
| Station | Backsight (BS) | Foresight (FS) | Height of Instrument (HI) | Reduced Level (RL) |
|---|---|---|---|---|
| A | - | 0.855 | 100.855 | - |
| B1 | 0.855 | 1.545 | 101.400 | 99.545 |
| B2 | 1.545 | 2.335 | 100.945 | 98.755 |
| B3 | 2.335 | 3.115 | 100.590 | 98.070 |
| B4 | 3.115 | 3.825 | 100.235 | 97.370 |
| C1 | 3.825 | 0.455 | 100.680 | 100.235 |
| C2 | 0.455 | 1.380 | 101.135 | 98.975 |
| C3 | 1.380 | 2.055 | 100.680 | 98.300 |
| C4 | 2.055 | 2.855 | 100.225 | 97.510 |
| C5 | 2.855 | 3.455 | 99.770 | 96.650 |
| D1 | 3.455 | 0.585 | 100.215 | 99.770 |
| D2 | 0.585 | 1.015 | 100.770 | 98.385 |
| D3 | 1.015 | 1.850 | 100.315 | 97.450 |
| D4 | 1.850 | 2.755 | 99.860 | 96.535 |
| D5 | 2.755 | 3.845 | 99.405 | 95.510 |
Jibu ni x=3 na si 1.963 asante kwa kujaribu pia mkuu ,
3^x=9x ,find x
To solve this equation, we can take the natural logarithm of both sides:
ln(3^x) = ln(9x)
Using the property of logarithms that ln(a^b) = b ln(a), we can simplify the left-hand side:
x ln(3) = ln(9x)
Next, we isolate x on one side by dividing both sides by ln(3):
x = ln(9x) / ln(3)
We can use a numerical method such as Newton's method to approximate the value of x. Let's start with an initial guess of x=1:
x1 = ln(9*1) / ln(3) ≈ 1.617
Next, we can use this value to compute a new estimate:
x2 = ln(9*x1) / ln(3) ≈ 1.881
We can repeat this process with increasing accuracy until the estimate converges to a certain value:
x3 ≈ 1.945 x4 ≈ 1.959 x5 ≈ 1.962 x6 ≈ 1.963
So the solution to the equation 3^x = 9x is approximately x ≈ 1.963.Kwa hisani ya chatgpt mimi hesabu sizijui.
Hesabu hata sizijui.Nimecopy nikapaste chatgpt ndio wakanipa hayo majibu.Thanks.Jibu ni x=3 na si 1.963 asante kwa kujaribu pia mkuu ,
Shukrani sana kiongozi .pia Nifundisheni namna ya kuitumia,nmewah ingia lakini hata haifunguki.msaada tafazalithe following consecutive readings were taken with a level and a 4m levelling staff on a continuously sloping ground at common interval of 30m.0.855 on A,1.545,2.335,3.115,3.825,0.455,1.380,2.055,2.855,3.455,0.585,1.015,1.850,2.755 and 3.845 on B(a)make the entries in a level book and apply the usual check (b) determine the gradient of AB
a) Entries in the level book:
b) To determine the gradient of AB, we need to calculate the rise and run between A and B.
Station Backsight (BS) Foresight (FS) Height of Instrument (HI) Reduced Level (RL) A - 0.855 100.855 - B1 0.855 1.545 101.400 99.545 B2 1.545 2.335 100.945 98.755 B3 2.335 3.115 100.590 98.070 B4 3.115 3.825 100.235 97.370 C1 3.825 0.455 100.680 100.235 C2 0.455 1.380 101.135 98.975 C3 1.380 2.055 100.680 98.300 C4 2.055 2.855 100.225 97.510 C5 2.855 3.455 99.770 96.650 D1 3.455 0.585 100.215 99.770 D2 0.585 1.015 100.770 98.385 D3 1.015 1.850 100.315 97.450 D4 1.850 2.755 99.860 96.535 D5 2.755 3.845 99.405 95.510
The height of instrument (HI) at A is 100.855 m. The reduced level (RL) at B1 is 99.545 m. Therefore, the rise between A and B1 is:
rise = HI - RL = 100.855 - 99.545 = 1.31 m
The horizontal distance between A and B1 is 30 m. Therefore, the run between A and B1 is:
run = 30 m
We can calculate the gradient between A and B as:
gradient = rise / run = 1.31 / 30 = 0.0437
Therefore, the gradient of AB is 0.0437 or 1 in 22.9. Kwa hisani ya chatgpt
If 3^x=9x
3^x=9x ,find x
To solve this equation, we can take the natural logarithm of both sides:
ln(3^x) = ln(9x)
Using the property of logarithms that ln(a^b) = b ln(a), we can simplify the left-hand side:
x ln(3) = ln(9x)
Next, we isolate x on one side by dividing both sides by ln(3):
x = ln(9x) / ln(3)
We can use a numerical method such as Newton's method to approximate the value of x. Let's start with an initial guess of x=1:
x1 = ln(9*1) / ln(3) ≈ 1.617
Next, we can use this value to compute a new estimate:
x2 = ln(9*x1) / ln(3) ≈ 1.881
We can repeat this process with increasing accuracy until the estimate converges to a certain value:
x3 ≈ 1.945 x4 ≈ 1.959 x5 ≈ 1.962 x6 ≈ 1.963
So the solution to the equation 3^x = 9x is approximately x ≈ 1.963.Kwa hisani ya chatgpt mimi hesabu sizijui.
Nimesoma arts nimefeli math na engl naweza kusoma electrical installation level 1 hadi 3 na kuendelea i mean to become electrician mkubwa naomba ufafanuzi kidgoAsante mkubwa pia naomba ufafanuzi kuhusu course inayoitwa programmeble logic controllers kiundani mkubwa na kazi zake
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Hivyo basi ni vyema walimu na watu wenye uzoefu tuwasaidie hawa watu ili wafanye vyema katika masomo yao kwa wenye nia njema. Jukwaa hili ni muhimu na tukilitumia tukainua ufaulu wa ndugu zetu, tutaongeza Tanzania njema yenye wasomi bora.
karibuni, mimi natupia swali la linguistics/language 1&2 (kwa A-level) au english kwa O - level na Geography.
Walimu wazuri na w
ataalam wengine watajitajitokeza ukirusha swali lolote.
Kuepuka hiili jifunze kuisoma dini yako na kuielewa afu mbona kama ni sadaka Kuna sehemu kibao za kupeleka sio lazima huko uzuri wa Mungu wetu analipa kwa Nia ushaona hapa Kuna ulakini sadaka yangu haina uhakika wa kufikia lengo why usiwapelekee wahitaji Moja kwa Moja?? Hahahaha suala la Imani ni mtambuko so maamuzi unayoKwanini Mchungaji akitaka gari anachangiwa na muumini akitaka gari anaombewaView attachment 2609018