It is 1.269
That is 1.064.1
x=8
That's only a term but can be re-written as -272x^2. (I take it your expression's first 'x' is negative?) BTW I'd have used the superscript offered above the answer bod but it doesn't work!.
Yes. k = 27, p = 9 Evaluate the expression: (x³ + 2x³)³ = (3x³)³ = 3³x^(3×3) = 27x^9
3x-28-5x=5x+13 Let us first solve the variables -2x-28=5x+13 Transposing -28 to Right hand side -2x=5x+13+28 -2x=5x+41 Transposing 5x to left hand side -2x-5x=41 -7x=41 equation 1 x=41/-7 x=-41/7 Hence the required answer is -41/7. You can verify it by substituting the value of x in the given equation. If Right hand side is equal to Left hand side the answer is right. Let us verify Substituting the value of x=-41/7 in the given equation1 -7(-41/7)=41 -7 X -41/7 =41 41=41 LHS=RHS Hence Verified
5e2x + 16 = 41 5e2x = 25 5e2x = 5e2 which makes 2x = 2 x = 1
x=8
That's only a term but can be re-written as -272x^2. (I take it your expression's first 'x' is negative?) BTW I'd have used the superscript offered above the answer bod but it doesn't work!.
There are an infinite number of correct answers to the question, like82 x 1/2410 x 1/10102.5 x 0.4If you want to restrict the answer to whole-number factors, then the only answer is1 x 41
Yes. k = 27, p = 9 Evaluate the expression: (x³ + 2x³)³ = (3x³)³ = 3³x^(3×3) = 27x^9
3x-28-5x=5x+13 Let us first solve the variables -2x-28=5x+13 Transposing -28 to Right hand side -2x=5x+13+28 -2x=5x+41 Transposing 5x to left hand side -2x-5x=41 -7x=41 equation 1 x=41/-7 x=-41/7 Hence the required answer is -41/7. You can verify it by substituting the value of x in the given equation. If Right hand side is equal to Left hand side the answer is right. Let us verify Substituting the value of x=-41/7 in the given equation1 -7(-41/7)=41 -7 X -41/7 =41 41=41 LHS=RHS Hence Verified
x² - 4x = 41 → x² -4x - 41 = 0 Using the quadratic formula: x = (-b ± √(b² - 4ac))/(2a) → x = (4 ± √(4² - 4×1×-41)/(2×1) → x = (4 ± √(4(4+41)))/2 → x = (4 ± 2√45)/2 → x = 2 ± √45 → x = 2 + √45 (≈ 8.708) or x = 2 - √45 (≈ -4.708)
Given: x2 + 10x - 16 Let: x2 + 10x - 16 = 0 x2 + 10x - 16 = 0 ∴ x2 + 10x + 25 = 16 + 25 ∴ (x + 5)2 = 41 ∴ x = -5 ± √41 ∴ x2 + 10x - 16 = (x + 5 + √41)(x + 5 - √41)
5e2x + 16 = 41 5e2x = 25 5e2x = 5e2 which makes 2x = 2 x = 1
41 x 1 = 41 41 x 2 = 82 41 x 3 = 123 41 x 4 = 164 41 x 5 = 205 41 x 6 = 246 41 x 7 = 287 41 x 8 = 328 41 x 9 = 369 41 x 10 = 410 41 x 11 = 451 41 x 12 = 492 41 x 13 = 533 41 x 14 = 574 41 x 15 = 615 41 x 16 = 656 41 x 17 = 697 41 x 18 = 738 41 x 19 = 779 41 x 20 = 820 41 x 21 = 861 41 x 22 = 902 41 x 23 = 943 41 x 24 = 984 41 x 25 = 1025 41 x 26 = 1066 41 x 27 = 1107 41 x 28 = 1148 41 x 29 = 1189 41 x 30 = 1230 41 x 31 = 1271 41 x 32 = 1312 41 x 33 = 1353 41 x 34 = 1394 41 x 35 = 1435 41 x 36 = 1476 41 x 37 = 1517 41 x 38 = 1558 41 x 39 = 1599 41 x 40 = 1640 41 x 41 = 1681 41 x 42 = 1722 41 x 43 = 1763 41 x 44 = 1804 41 x 45 = 1845 41 x 46 = 1886 41 x 47 = 1927 41 x 48 = 1968 41 x 49 = 2009 41 x 50 = 2050 41 x 51 = 2091 41 x 52 = 2132 41 x 53 = 2173 41 x 54 = 2214 41 x 55 = 2255 41 x 56 = 2296 41 x 57 = 2337 41 x 58 = 2378 41 x 59 = 2419 41 x 60 = 2460 41 x 61 = 2501 41 x 62 = 2542 41 x 63 = 2583 41 x 64 = 2624 41 x 65 = 2665 41 x 66 = 2706 41 x 67 = 2747 41 x 68 = 2788 41 x 69 = 2829 41 x 70 = 2870 41 x 71 = 2911 41 x 72 = 2952 41 x 73 = 2993 41 x 74 = 3034 41 x 75 = 3075 41 x 76 = 3116 41 x 77 = 3157 41 x 78 = 3198 41 x 79 = 3239 41 x 80 = 3280 41 x 81 = 3321 41 x 82 = 3362 41 x 83 = 3403 41 x 84 = 3444 41 x 85 = 3485 41 x 86 = 3526 41 x 87 = 3567 41 x 88 = 3608 41 x 89 = 3649 41 x 90 = 3690 41 x 91 = 3731 41 x 92 = 3772 41 x 93 = 3813 41 x 94 = 3854 41 x 95 = 3895 41 x 96 = 3936 41 x 97 = 3977 41 x 98 = 4018 41 x 99 = 4059 41 x 100 = 4100 ...
106 x 10 = 1060
8.01 x 106 = 849.06
The answer is 0.7285e7 -- In other words ( 4.367 x 106 ) + (2.918 x 106) = 7.285 x 106