What do you call an insect that plays drums?
how do you solve them? Please help. Just solve the first one step by step. Thank you.
Okay solved another one just now after class. Some of these are kind of tricky so I'll solve some of them when I'm a little more awake xD
$$\frac{a^{3}-49a}{a^{3}+7a^{2}}$$
$$=\frac{(a-7)(a^{2}+7a)}{a^{3}+7a^{2}}$$
$$=\frac{(a-7)(a^{2}+7a)}{a(a^{2}+7a)}$$ cross out the $$(a^{2}+7a)$$ from the numerator and denominator...
$$=\frac{a-7}{a}$$ and here is your final answer!
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Now time to do my Political Science homeowork xD
i remember this!my drama teacher told me ,................its a rhythma tick , the answer!
$$\dfrac{6a^5b^4}{9a^3b^7}\\\\
=\dfrac{2a^5b^4}{3a^3b^7}\qquad $ I have cancelled top and bottom by 3$\\\\
=\dfrac{2aaaaabbbb}{3aaabbbbbbb}\qquad $ I have expanded, there are invisable multiply signs between the letters$\\\\
=\dfrac{2aabbbb}{3bbbbbbb} \qquad $ I have cancelled out aaa top and bottom $\\\\
=\dfrac{2aa}{3bbb} \qquad $ I have cancelled out bbbb top and bottom $\\\\
=\dfrac{2a^2}{3b^3}$$
Ok. Thank you. Now that I have an idea, do I solve the second one step by step?
Yes.
You may be able to do more than one cancellation at the same time but it might be better to do it slowly like I have until you get the hang of it.
Ok here it goes!
$$\frac{12a^5b^3(3-b)}{4a^4b(b^2+b-12)}\\\\=\frac{3a^5b^3(3-b)}{1a^4b(b^2b-12)}\mbox{I\;have\;canceled\;top\;and\;bottom\;by\;4.}\\\\=\frac{3aaaaabbb(3-b)}{4aaaab(bb+b-12)}\mbox{Now\;that\;I\;have\;expanded,\;there\;are\;no\;invisible\;signs\;between\;the\;letters.}\\\\=\frac{3abbb(3-b)}{4b(bb+b-12)}\mbox{I\;have\;cancelled\;out\;}aaaa\;\mbox{top\;and\;bottom.}\\\\=\frac{3abb(3-b)}{4(bb+b-12)}\mbox{I\;have\;cancelled\;}b\;\mbox{top\;and\;bottom.}\\\\=\frac{3abb(3-b)}{4(bb+b-12)}$$
Is this really your homework Dragon.
Most of what you have dones really good but you made a mistake with the numbers 4divided by 4=1
Sp there is no 4 on the bottom.
After this it gets far to difficult for you!!!
$$\\\frac{3abb(3-b)}{1(bb+b-12)}\\\\
=\frac{3ab^2(3-b)}{b^2+b-12}\\\\
$ and that is as far as your teacher could expect you to get - the rest is FAR too difficult. I'll finish if for you just this time$\\\\
=\frac{-3ab^2(b-3)}{b^2+b-12}\\\\
=\frac{-3ab^2(b-3)}{(b+4)(b-3)}\\\\
=\frac{-3ab^2}{b+4}\\\\
=-\frac{3ab^2}{b+4}\\\\$$
So do I do the top one only? Yes. The teacher have us this as homework to PREPARE US FOR 10TH GRADE.
I'll try and help you with a few. This thing looks like a lot of work lol .-.
Oh! Thank god you came! Thank you very much! I just needed someone to help. Thank you!
I need help with the ones of adding, subtracting, or known as the long ones.
I appreciate your help.
Okay, I solved one this morning before I went to school:
$$\frac{(b-5)^{3}}{15+7b-2b^{2}}$$
$$\frac{(b-5)(b-5)(b-5)}{(-2b-3)(b-5)}$$
Cancel like terms (the (b-5) at the top and bottom)
$$-\frac{(b-5)^{2}}{(2b-3)}$$ This is your final answer :D
Okay solved another one just now after class. Some of these are kind of tricky so I'll solve some of them when I'm a little more awake xD
$$\frac{a^{3}-49a}{a^{3}+7a^{2}}$$
$$=\frac{(a-7)(a^{2}+7a)}{a^{3}+7a^{2}}$$
$$=\frac{(a-7)(a^{2}+7a)}{a(a^{2}+7a)}$$ cross out the $$(a^{2}+7a)$$ from the numerator and denominator...
$$=\frac{a-7}{a}$$ and here is your final answer!
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Now time to do my Political Science homeowork xD
Today. I will ask the teacher how to do this, simulating that I don't know.