Ravi and his wife are each starting a saving plan. Ravi will initially set aside $50 and then add $40.75 every week to the savings. The amount A (in dollars) saved this way is given by the function A = 40.75N + 50, where N is the number of weeks he has been saving. His wife will not set an initial amount aside but will add $75.65 to the savings every week. The amount B (in dollars) saved using this plan is given by the function B = 75.65N. Let T be total amount (in dollars) saved using both plans combined. Write an equation relating T to N. Simplify your answer as much as possible.
simply add both amounts get saving by both
"simply add both amounts get saving by both" Are you drunk or am I? lmao
I really need help. what exactly do I add?
40.75N+50 and 75.65N
So my answer would be 166.4?
add same type that is N with N and other withh other
I am not understanding you.
@legendarysadist what do you think?
ARe you saying to add, 40.75 + 40.75 and 75.65 + 75.65?
40.75N+75.65N=(40.75+75.65)N=?
Well the amount they save is detailed in the plans A and B. So if you want to find the total amount saved as a function of T, it would be that T=A+B. Their two plans of saving money added together will be the total amount saved. But it says that it wants T to be related to N ,not A or B. So you have to add the equivalents of A and B, which are "40.75N+50" and "75.65N".
OK so 40.75 + 50 + 75.65
No
You have to keep the N's. You don't add the 50 with the others, they are of the separate value, N. It would be more like (40.75N+75.65N)+50
Like terms are added together.
116.4n + 50 would be the answer?
@er.mohd.amir @legendarysadist
Well yes, but this is represented as a function of T, so it should be written out as \[\large \sf T=116.4N+50\]
yes use N instant of n
OK thank you so much! You have no idea how much you have helped!
Ye no problem (:
I have one more. Would you be able to help?
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