Answer:
Pedro hits 1471 times and Ricky hits 1195 times.
Step-by-step explanation:
Pedro has 276 more hits than Ricky.
So, p = r + 276 ....... (1)
And their total hits is equal to 2666.
p + r = 2666 ........ (2)
Now, substituting the value of p from equation (1) to equation (2) we get,
r + 276 + r = 2666
⇒ 2r = 2390
⇒ r = 1195
Hence, from equation (1) we get p = r + 276 = 1471.
Therefore, Pedro hits 1471 times and Ricky hits 1195 times. (Answer)
The values of p and r are 1471 and 1195, respectively
The system of equations is given as:
p+r= 2,666
p=r + 276
Substitute r + 276 for p in the first equation
r + 276+r= 2,666
Collect like terms
r +r= 2,666- 276
Evaluate the like terms
2r= 2390
Divide both sides by 2
r= 1195
Recall that:
p = r + 276
So, we have:
p= 1195 + 276
p= 1471
Hence, the values of p and r are 1471 and 1195, respectively
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