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Given t(x)=4x−7,what is t(x)when x=3

User Renas
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1 Answer

3 votes

Answer:

The correct answer is 4(x-7)²-(x-7)+3.

Explanation:

When we have captured (t*s)(x), that is as equivalent as t(s(x)). To solve this, we take the important role of s(x), x-7, and call in an alternative for it in for every x in t(x). Instead of 4x², we have 4(x-7)²; instead of -x, we have -(x-7). This gives us 4(x-7)²-(x-7)+3.

User Nick Avi
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