You can enter a fraction, by using \(a\div b\) for \(\dfrac{a}{b}\)
Do you mean \(\sqrt{\dfrac{6}{25}}\) or \(\dfrac{\sqrt{6}}{25}\)?
As asinus did \(\sqrt{\dfrac{6}{25}}\), I will do the other.
\(\sqrt{6}\div 25\approx 0.9797958971\)
Also, you cannot simplify this.
\(\quad\dfrac{7}{8}\times 32\\ =\dfrac{7}{\not 8}\times \not{\!\!32^4}\\ = 7\times 4\\ =28\)
\(5^{2x-1} = 12x\\ \)
This equation could be only solved by graphs.
x approximately equals 0.018
The graph is here: https://www.desmos.com/calculator/ybvryov1fx
Guest: LOL what XD
AsadRehman: Nope. asinus was not a moderator. He is new moderator.
nineteen point three five = 19.35
multiply by = x
ten = 10 <--- of course XD
nineteen point three five multiply by ten = 19.35 x 10 = 193.5
\(\text{Slant height}=\dfrac{\frac{6}{2}}{\sin45^{\circ}}=3\sqrt2\\ \text{Surface area} = 6^2 + 4\times \dfrac{1}{2}\times 6\times 3\sqrt2\times \sin45^{\circ}\\ \qquad\qquad\;\;\;\;\;\!\;\;\!\!=36 + 36 \\\qquad\qquad\;\;\;\;\;\!\;\;\!\!=72\)
Area of any triangle: a and b are 2 side lengths of the triangle and C is the included angle of a and b, then area = \(\dfrac{ab\sin C}{2}\).
Good job for giving "Your daily help and support"!!
But actually, what does it mean? Can you explain further?
Quadratic formula?
For any \(ax^2 + bx + c =0\), the solutions for x is \(\dfrac{-b \pm \sqrt{b^2-4ac}}{2a}\)
