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#trigonometrybyavisirsome other trigonometry questions posted are as follows:Question:If sec theta+tan theta=p show that p^2-1/p^2+1=sin thetahttps...3t -7= 5t then 6t=. 83,752 students got unstuck by Course Hero in the last week.Questions. Algebra. If 3t - 7 = 5t, then 6t =.If a = b then b = a. This enables us to interchange the members of an equation whenever we please without having to be concerned with any changes Then, dividing each member by 5, we obtain. In the next example, we use the addition-subtraction property and the division property to solve an equation.Algebra -> Equations -> SOLUTION: 3t-7=5t then, 6t=. Log On.

[Solved] 3t -7= 5t then 6t= | Course Hero

If 3t - 7 = 5t, then 6t = __?See, there's a common pattern in the given four terms. If you add all the terms of the LHS of equality , then the last letter of the sum written in words would give you the RHS .So, then I thought that what was meant is that this sequence is doing a circle, going from t1 to t1 again, and there are 23 numbers in the sequence. a sequence of numbers contains terms t1, t2, t3,. , tn, where every term is equal to the sum of its two preceding terms. t5 =18 and t8 = 76 what is the...If 3t − 7 = 5t , then 6t =? Ummm, did u see the "t" there? t is a coefficent of 3, that means 3 times a number, then minus 7 equals 5 times a number. Since 3t and 5t have the same coefficent, subtract 3t from the left side, and 3t from the right side. then you should gte -7 = 2t Then divide both sides by...

If 3t - 7 = 5t, then 6t

По закону S(t)=6t^3+5t+2.B. 1.5. Given 3s+5t=10 and 2s−t=7. By subtracting 2s−t=7 from 3s+5t=10, we get s+6t=3. Dividing throughout by 2 One angle of a seven-sided polygon is 114o and each of the other six angles is x∘. The value of x is?Technically Internet cookies and third party cookies are then used to share information about your use of this web site with advertising providers who may combine it with other information that you have provided to them or that they've collected from your use of their services. You may revoke your...If 3t-7=5t, then 6t=.then writeln('YES').

"t" is a worth that you do not yet know. However, it's going to keep this same worth all the way through the issue.

It is known as an "unknown"

The precise equation isn't "three minus four"

It is really

three times the worth known as "t", minus 7, is equal to Five times the similar value "t"

The trick is to govern the equation until you find the value of "t"

There are four elementary operations you'll do that assists in keeping the equation true AND protects the worth of "t":

1) You can add the similar price to BOTH facets of the equation

Here, for example, shall we upload 7 to either side

3t - 7 + 7 = 5t + 7

the -7 + 7 cancel out, leaving us with

3t = 5t + 7

2) You can subtract the same value from BOTH facets

Here, as an example, lets subtract the value "3t" from each side

The worth of t is also unknown, however it is nonetheless a worth and we can nonetheless do these operations with it

3t - 3t - 7 = 5t - 3t

The 3t - 3t disappears (as a result of 3t - 3t = Zero without reference to the price of t)

leaving us with

-7 = 2t

3) You can divide either side by means of the same quantity (but never through 0)

Here, we can divide this new equation by means of 2

(-7)/2 = (2t)/2

on the proper, the "2" cancel out, leaving

-7/2 = t

(*7*) is our value for "t"

it is no longer an unknown!

Now that we have the worth of t, we will be able to use it to respond to the question:

What is the worth of six times t

6t = 6 * (-7/2) = -42/2 = -21

---

The fourth elementary operation is to multiply either side via the similar number (but no longer 0)

But we don't get to use it on this downside.

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