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4(x)=7(3)^x
We move all terms to the left:
4(x)-(7(3)^x)=0
determiningTheFunctionDomain 4x-73^x=0
| 45=7c | | 3.65+3g=18.17 | | 8.00x+4.00x=100 | | 6(x+1)-3=9 | | 2n-5=9n+3 | | G(x)=7(3)^x | | 18.17=3g+3.65 | | 2v-40=-4(v+1) | | 45-3=3x+3-3 | | Y=10.4x+7.0 | | 7.13x-5.5=x | | 2(x+3)^2=36 | | t/4=3π | | 11x=21x | | 2/3=6/w | | 8x+17=1 | | x+14+x+13=23 | | 3x-10+2x+10=360 | | 6(2/3-x)-3=2(3x-4) | | 3.2k−4.3=12.6k+14.5 | | (3x-20)=130 | | (2u-14)=6 | | x+1/2=72 | | 3x+16-13=96 | | 7-2x=-4 | | x=65-8 | | x+x=122.6 | | 4-6x-3=2(3-4) | | 8x+7+4x+1=78 | | x+x+122.6=180 | | N-8=4+5n | | -18.8=-5g+2.3 |