- Smultron 12 0 8 Decimal Fraction
- Smultron 12 0 8 Decimal Equals
- Smultron 12 0 8 Decimal Percent
- Smultron 12 0 8 Decimal =
GAUGE | Non-Ferrous | Steel Sheets | Strip & Tubing | ||||
lbs./Sq. ft. | Gauge Decimal | lbs./Sq. ft. | Gauge | lbs./Sq. ft. | Gauge Decimal | lbs./Sq. ft. | |
000000 | - | .5800 | - | - | - | - | - |
00000 | - | .5165 | - | - | - | .500 | 20.40 |
0000 | - | .4600 | - | - | - | .454 | 18.52 |
000 | - | .4096 | - | - | - | .425 | 17.34 |
00 | - | .3648 | - | - | - | .380 | 15.50 |
0 | - | .3249 | - | - | - | .340 | 13.87 |
1 | - | .2893 | - | - | - | .300 | 12.24 |
2 | - | .2576 | - | - | - | .284 | 11.59 |
3 | - | .2294 | - | .2391 | 9.754 | .259 | 10.57 |
4 | - | .2043 | - | .2242 | 9.146 | .238 | 9.710 |
5 | - | .1819 | - | .2092 | 8.534 | .220 | 8.975 |
6 | 2.286 | .1620 | 7.185 | .1943 | 7.926 | .203 | 8.281 |
7 | 2.036 | .1443 | 6.400 | .1793 | 7.315 | .180 | 7.343 |
8 | 1.813 | .1285 | 5.699 | .1644 | 6.707 | .165 | 6.731 |
9 | 1.614 | .1144 | 5.074 | .1495 | 6.099 | .148 | 6.038 |
10 | 1.438 | .1019 | 4.520 | .1345 | 5.487 | .134 | 5.467 |
11 | 1.280 | .0907 | 4.023 | .1196 | 4.879 | .120 | 4.895 |
12 | 1.140 | .0808 | 3.584 | .1046 | 4.267 | .109 | 4.447 |
13 | 1.016 | .0720 | 3.193 | .0897 | 3.659 | .095 | 3.876 |
14 | .905 | .0641 | 2.843 | .0747 | 3.047 | .083 | 3.386 |
15 | .806 | .0571 | 2.532 | .0673 | 2.746 | .072 | 2.937 |
16 | .717 | .0508 | 2.253 | .0598 | 2.440 | .065 | 2.652 |
17 | .639 | .0453 | 2.009 | .0538 | 2.195 | .058 | 2.366 |
18 | .569 | .0403 | 1.787 | .0478 | 1.950 | .049 | 1.999 |
19 | .507 | .0359 | 1.592 | .0418 | 1.705 | .042 | 1.713 |
20 | .452 | .0320 | 1.419 | .0359 | 1.465 | .035 | 1.428 |
21 | .402 | .0285 | 1.264 | .0329 | 1.342 | .032 | 1.305 |
22 | .357 | .0253 | 1.122 | .0299 | 1.220 | .028 | 1.142 |
23 | .319 | .0226 | 1.002 | .0269 | 1.097 | .025 | 1.020 |
24 | .284 | .0201 | .892 | .0239 | .975 | .022 | .898 |
25 | .253 | .0179 | .794 | .0209 | .853 | .020 | .816 |
26 | .224 | .0159 | .705 | .0179 | .730 | .018 | .734 |
27 | .200 | .0142 | .630 | .0164 | .669 | .016 | .653 |
28 | .178 | .0126 | .559 | .0149 | .608 | .014 | .571 |
29 | .160 | .0113 | .501 | .0135 | .551 | .013 | .530 |
30 | .141 | .0100 | .444 | .0120 | .490 | .012 | .490 |
31 | .126 | .0089 | .395 | .0105 | .428 | .010 | .408 |
32 | .113 H265 converter pro 1 8. | .0080 | .355 | .0097 | .396 | .009 | .367 |
33 | .100 | .0071 | .315 | .0090 | .367 | .008 | .326 |
34 | .089 | .0063 | .279 | .0082 | .335 | .007 | .286 |
35 | - | .0056 | .248 | .0075 | .306 | .005 | .204 |
36 | - | .0050 | .222 | .0067 | .273 | .004 | .163 |
37 | - | .0045 | .200 | .0064 | .261 | - | - |
38 | - | .0040 | .177 | .0060 | .245 | - | - |
Smultron 12 0 8 Decimal Fraction
Solve Equations with Fraction Coefficients
To isolate the x term, subtract (dfrac{1}{2}) from both sides. | $$dfrac{1}{8} x + dfrac{1}{2} textcolor{red}{- dfrac{1}{2}} = dfrac{1}{4} textcolor{red}{- dfrac{1}{2}}$$ |
Simplify the left side. | $$dfrac{1}{8} x = dfrac{1}{4} - dfrac{1}{2}$$ |
Change the constants to equivalent fractions with the LCD. | $$dfrac{1}{8} x = dfrac{1}{4} - dfrac{2}{4}$$ |
Subtract. | $$dfrac{1}{8} x = - dfrac{1}{4}$$ |
Multiply both sides by the reciprocal of (dfrac{1}{8}). | $$textcolor{red}{dfrac{8}{1}} cdot dfrac{1}{8} x = textcolor{red}{dfrac{8}{1}} left(- dfrac{1}{4}right)$$ |
Simplify. | $$x = -2$$ |
Find the least common denominator of all the fractions in the equation. | $$dfrac{1}{8} x + dfrac{1}{2} = dfrac{1}{4} quad LCD = 8$$ |
Multiply both sides of the equation by that LCD, 8. This clears the fractions. | $$textcolor{red}{8} left(dfrac{1}{8} x + dfrac{1}{2}right) = textcolor{red}{8} left(dfrac{1}{4}right)$$ |
Use the Distributive Property. | $$8 cdot dfrac{1}{8} x + 8 cdot dfrac{1}{2} = 8 cdot dfrac{1}{4}$$ |
Simplify — and notice, no more fractions! | $$x + 4 = 2$$ |
Solve using the General Strategy for Solving Linear Equations. | $$x + 4 textcolor{red}{-4} = 2 textcolor{red}{-4}$$ |
Simplify. | $$x = -2$$ |
Check: Let x = −2. | $$begin{split} dfrac{1}{8} x + dfrac{1}{2} &= dfrac{1}{4} dfrac{1}{8} (textcolor{red}{-2}) + dfrac{1}{2} &stackrel{?}{=} dfrac{1}{4} - dfrac{2}{8} + dfrac{1}{2} &stackrel{?}{=} dfrac{1}{4} - dfrac{2}{8} + dfrac{4}{8} &stackrel{?}{=} dfrac{1}{4} dfrac{2}{4} &stackrel{?}{=} dfrac{1}{4} dfrac{1}{4} &= dfrac{1}{4}; checkmark end{split}$$ |
Find the least common denominator of all the fractions in the equation. | $$7 = dfrac{1}{2} x + dfrac{3}{4} x - dfrac{2}{3} x quad LCD = 12$$ |
Multiply both sides of the equation by 12. | $$textcolor{red}{12} (7) = textcolor{red}{12} cdot dfrac{1}{2} x + dfrac{3}{4} x - dfrac{2}{3} x$$ |
Distribute. | $$12(7) = 12 cdot dfrac{1}{2} x + 12 cdot dfrac{3}{4} x - 12 cdot dfrac{2}{3} x$$ |
Simplify — and notice, no more fractions! | $$84 = 6x + 9x - 8x$$ |
Combine like terms. | $$84 = 7x$$ |
Divide by 7. | $$dfrac{84}{textcolor{red}{7}} = dfrac{7x}{textcolor{red}{7}}$$ |
Simplify. | $$12 = x$$ |
Check: Let x = 12. | $$begin{split} 7 &= dfrac{1}{2} x + dfrac{3}{4} x - dfrac{2}{3} x 7 &stackrel{?}{=} dfrac{1}{2} (textcolor{red}{12}) + dfrac{3}{4} (textcolor{red}{12}) - dfrac{2}{3} (textcolor{red}{12}) 7 &stackrel{?}{=} 6 + 9 - 8 7 &= 7; checkmark end{split}$$ |
Find the LCD of all the fractions in the equation. | $$x + dfrac{1}{3} = dfrac{1}{6} x - dfrac{1}{2} quad LCD = 6$$ |
Multiply both sides by the LCD. | $$textcolor{red}{6} left(x + dfrac{1}{3}right) = textcolor{red}{6} left(dfrac{1}{6} x - dfrac{1}{2}right)$$ |
Distribute. | $$6 cdot x + 6 cdot dfrac{1}{3} = 6 cdot dfrac{1}{6} x - 6 cdot dfrac{1}{2}$$ |
Simplify — no more fractions! | $$6x + 2 = x - 3$$ |
Subtract x from both sides. | $$6x textcolor{red}{-x} + 2 = x textcolor{red}{-x} - 3$$ |
Simplify. | $$5x + 2 = -3$$ |
Subtract 2 from both sides. | $$5x + 2 textcolor{red}{-2} = -3 textcolor{red}{-2}$$ |
Simplify. | $$5x = -5$$ |
Divide by 5. | $$dfrac{5x}{textcolor{red}{5}} = dfrac{-5}{textcolor{red}{5}}$$ |
Simplify. | $$x = -1$$ |
Check: Substitute x = −1. | $$begin{split} x + dfrac{1}{3} &= dfrac{1}{6} x - dfrac{1}{2} (textcolor{red}{-1}) + dfrac{1}{3} &stackrel{?}{=} dfrac{1}{6} (textcolor{red}{-1}) - dfrac{1}{2} (-1) + dfrac{1}{3} &stackrel{?}{=} - dfrac{1}{6} - dfrac{1}{2} - dfrac{3}{3} + dfrac{1}{3} &stackrel{?}{=} - dfrac{1}{6} - dfrac{3}{6} - dfrac{2}{3} &stackrel{?}{=} - dfrac{4}{6} - dfrac{2}{3} &= - dfrac{2}{3}; checkmark end{split}$$ |
Smultron 12 0 8 Decimal Equals
Distribute. | $$1 = dfrac{1}{2} cdot 4x + dfrac{1}{2} cdot 2$$ |
Simplify. Now there are no fractions to clear! | $$1 = 2x + 1$$ |
Subtract 1 from both sides. | $$1 textcolor{red}{-1} = 2x + 1 textcolor{red}{-1}$$ |
Simplify. | $$0 = 2x$$ |
Divide by 2. | $$dfrac{0}{textcolor{red}{2}} = dfrac{2x}{textcolor{red}{2}}$$ |
Simplify. | $$0 = x$$ |
Check: Let x = 0. | $$begin{split} 1 &= dfrac{1}{2} (4x + 2) 1 &stackrel{?}{=} dfrac{1}{2} [4(textcolor{red}{0}) + 2] 1 &stackrel{?}{=} dfrac{1}{2} (2) 1 &stackrel{?}{=} dfrac{2}{2} 1 &= 1; checkmark end{split}$$ |
Smultron 12 0 8 Decimal Percent
Distribute. | $$dfrac{1}{2} cdot y - dfrac{1}{2} cdot 5 = dfrac{1}{4} cdot y - dfrac{1}{4} cdot 1$$ |
Simplify. | $$dfrac{1}{2} y - dfrac{5}{2} = dfrac{1}{4} y - dfrac{1}{4}$$ |
Multiply by the LCD, 4. | $$textcolor{red}{4} left(dfrac{1}{2} y - dfrac{5}{2}right) = textcolor{red}{4} left(dfrac{1}{4} y - dfrac{1}{4}right)$$ |
Distribute. | $$4 cdot dfrac{1}{2} y - 4 cdot dfrac{5}{2} = 4 cdot dfrac{1}{4} y - 4 cdot dfrac{1}{4}$$ |
Simplify. | $$2y - 10 = y - 1$$ |
Collect the y terms to the left. | $$2y - 10 textcolor{red}{-y} = y - 1 textcolor{red}{-y}$$ |
Simplify. | $$y - 10 = -1$$ |
Collect the constants to the right. | $$y - 10 textcolor{red}{+10} = -1 textcolor{red}{+10}$$ |
Simplify. | $$y = 9$$ |
Check: Substitute 9 for y. | $$begin{split} dfrac{1}{2} (y - 5) &= dfrac{1}{4} (y - 1) dfrac{1}{2} (textcolor{red}{9} - 5) &stackrel{?}{=} dfrac{1}{4} (textcolor{red}{9} - 1) dfrac{1}{2} (4) &stackrel{?}{=} dfrac{1}{4} (8) 2 &= 2; checkmark end{split}$$ |