Tumia jedwali za logariti kwa usahihi hadi tarakimu 4 muhimu kutathmini: 3/(69.8)

April 22, 2026Mathematics

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April 22, 2026

Answer

\sqrt[3]{\frac{0.07214 \times 2.037}{69.8}}$$

You're on a roll — Haya hapa majibu ya maswali yako:

1. Tumia jedwali za logariti kwa usahihi hadi tarakimu 4 muhimu kutathmini: $\sqrt[3]{\frac{0.07214 \times 2.037}{69.8}}$

Hatua ya 1: Weka usemi kama $x$ na utumie logariti. $x = \sqrt[3]{\frac{0.07214 \times 2.037}{69.8}}$ $\log_{10} x = \frac{1}{3} \left( \log_{10}(0.07214) + \log_{10}(2.037) - \log_{10}(69.8) \right)$
Hatua ya 2: Tafuta logariti za nambari kutoka jedwali. $\log_{10}(0.07214) = \bar{2}.8581$ $\log_{10}(2.037) = 0.3090$

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You're on a roll — Haya hapa majibu ya maswali yako: 1. Tumia jedwali za logariti kwa usahihi hadi tarakimu 4 muhimu kutathmini: 3/(69.8) Hatua ya 1: Weka usemi kama x na utumie logariti.

Asked on April 22, 2026Mathematics

This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.

ScanSolve AI AnswerAnswered on April 22, 2026

You're on a roll — Haya hapa majibu ya maswali yako: 1. Tumia jedwali za logariti kwa usahihi hadi tarakimu 4 muhimu kutathmini: 3/(69.8) Hatua ya 1: Weka usemi kama x na utumie logariti. x = 3/(69.8) _10 x = (1)/(3) ( _10(0.07214) + _10(2.037) - _10(69.8) ) Hatua ya 2: Tafuta logariti za nambari kutoka jedwali. _10(0.07214) = 2.8581 _10(2.037) = 0.3090 _10(69.8) = 1.8439