Answer: 3/5
Step-by-Step Explanation:
Let x represent the denominator of the fraction, then we have
Now add 3 to the numerator and 5 to the denominator and set it equal to 3/5:
Substitute x = 5 into the original fraction:
Answer:
The required fraction is 3/5
Answer: DM is congruent to PM
Step-by-step explanation: TOOK QUIZ!!!
when rounding off numbers to specific decimal places look at the number after that place. If that number is less than 5 then keep the needed decimal the same. if it is greater than 5 then round up by one.
Examples:
15.69 ⇒ 15.7
15.64 ⇒ 15.6
17.890 ⇒ 17.89
17.898 ⇒ 17.90
BC+A=41
What is A, B, C
For the given system of equations, when B = 2, the values are A = 133 and C = -216. Values will vary with different choices of B.
To solve for the values of A, B, and C in the system of equations:
AB + C = 50
BC + A = 41
We can use a systematic approach. Let's first isolate one variable in one equation and then substitute it into the other equation.
From the first equation (AB + C = 50), we can isolate C:
C = 50 - AB
Now, substitute this expression for C into the second equation:
B(50 - AB) + A = 41
Expand and simplify:
50B - + A = 41
Rearrange terms:
- 50B + A = 41
Now, let's consider this as a quadratic equation in terms of A and solve for A:
A = 41 - + 50B
Now that we have expressions for A and C in terms of B, we can choose a value for B, and then calculate the corresponding values of A and C. For instance, let's say B = 2:
A = 41 - (2)() + 50(2) = 41 - 8 + 100 = 133
C = 50 - (2)(133) = 50 - 266 = -216
So, for B = 2, we have A = 133 and C = -216. You can similarly calculate values for different values of B.
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Complete question below:
What are the values of A, B, and C in the system of equations:
AB + C = 50
BC + A = 41?